1 , 000 dollars a minute
we don' t have any reviews for 1, 000 dollars a minute .
the 450 minute plan charges $ 0. 45 for each additional minute. the 900 minute plan charges $ 0. 40 for each additional minute .
we don' t have enough data to suggest any movies based on 1, 000 dollars a minute. you can help by rating movies you' ve seen .
counting patterns - up to 1, 000 (2 - a. 14 )
number lines - up to 1, 000 (2 - a. 8 )
the y axis shows the number of dollars each person has. it starts at 45 dollars each .
this gives the probability of holding k dollars, so inverting this gives the number of people holding k dollars .
put numbers up to 1, 000 in order (2 - b. 4 )
2. ns. 3 plot and compare whole numbers up to 1, 000 on a number line .
greatest and least - word problems - up to 1, 000 (2 - b. 6 )
joe on the 900 minute would pay $ 0. 12 per minute. so, this is the same rate as above .
2. ns. 1 count by ones, twos, fives, tens, and hundreds up to at least 1, 000 from any given number .
2. ns. 2 read and write whole numbers up to 1, 000. use words, models, standard form and expanded form to represent and show equivalent forms of whole numbers up to 1, 000 .
writing numbers up to 1, 000 in words - convert words to digits (2 - c. 4 )
writing numbers up to 1, 000 in words - convert digits to words (2 - c. 5 )
450 min for $ 39. 99. this is $ 0. 089 per minute or $ 1, 558 per gb .
first of all, the trajectory of an individual dollar can be represented as a markov chain. the markov matrix is equal to 1 / (n - 1) except on the diagonal, which is zero. it’s trivially easy to show that this has an eigenvector of (1, 1, …, 1) with corresponding eigenvalue 1 .
900 min for $ 59. 99. this is $ 0. 067 per minute or $ 1, 172 per gb (a bargain, really) .
counterintuitive problem: everyone in a room keeps giving dollars to random others. you’ll never guess what happens next .
the maximum wealth seems to pop up to about 1, 000 or so (ie 10% of total wealth) around the 500, 000 mark and then go back and forth from there, sometimes very rapidly .
2. m. 7 find the value of a collection of pennies, nickels, dimes, quarters and dollars .
zelda was also go over minutes on the 900 minute plan. it would cost her $ 1860. this is $ 0. 34 per minute or $ 5952 per gb .
i also looked at the range for each individual. every single one of the 100 people, during the first 1, 000, 000 ticks, had at least one period of having zero money. and each one had at least one period of having several hundred dollars. just pure randomness, that really is all that’s happening here
for 100 players each starting with 100 dollars, this might suggest a likely interval for the maximum between about 331 and 829. (for 45 players each starting with 45 dollars, this might suggest a likely interval for the maximum between about 114 and 337. )
a down - on - his luck newspaperman finds himself the center of an experiment being conducted by two daffy millionaires - - to see if someone can spend $ 1000 a minute, every minute, for 12 solid... see more »
zelda on the 450 minute plan would not be pretty. she would have almost 5000 minutes overtime for a total cost of $ 2287. this is $ 0. 42 per minute ($ 7353 per gb) .
a down - on - his luck newspaperman finds himself the center of an experiment being conducted by two daffy millionaires - - to see if someone can spend $ 1000 a minute, every minute, for 12 solid... see full summary »
zelda would go over her minutes. she would have to pay $ 1, 860 or $ 0. 34 per minute. this would be $ 5952 per gb .
a down - on - his luck newspaperman finds himself the center of an experiment being conducted by two daffy millionaires - - to see if someone can spend $ 1000 a minute, every minute, for 12 solid hours. if he can do it, he gets $ 10, 000. if he can' t do it, he gets nothing .
this means the number of bills held by any individual is binomial (n, 1 / n). for n large, this converges to the poisson distribution with lambda = n * p = 1 [ 1 ] .
2. m. 6 describe relationships of time, including: seconds in a minute; minutes in an hour; hours in a day; days in a week; and days, weeks, and months in a year .
a down - on - his luck newspaperman finds himself the center of an experiment being conducted by two daffy millionaires - - to see if someone can spend $ 1000 a minute, every minute, for 12 solid hours. if he can do it, he gets $ 10, 000. if he can' t do it, he gets nothing. written by frankfob2 @ urltoken
joe on the 450 minute would have to pay extra (due to the extra 50 minutes). his cost would be $ 62. 49 or $ 0. 12 per minute ($ 2, 100 per gb) .
the gini coefficient seems to hit about 0. 50 after about 100, 000 steps and then stays there .
i suppose the proper mathematical treatment is to model each person as a probability distribution of 0 wealth, 1 wealth, 2 wealth, … on. i suppose it’s not too much of a loss of generality to pretend that all of the people have the same distribution, but possibly it gives the wrong answer for small n. so then the probability that we get n dollars this turn is going to be: there are (n – 1 choose n) ways to choose n of my colleagues to give me money and n - n of my colleagues to not; the n who do each have a (1 – p0) chance of having money and a 1 / (n - 1) chance of giving it to me, so it’d seem like a transition probability of t (n) = (n – 1 choose n) * [ (1 – p0) / (n – 1) ] ^ n * [ p0 + (1 - p0) n / (n - 1) ] ^ (n – n). i’m not 100% sure that’s right but it has a plausible smell… maybe. then one has to solve the equations :
equivalent amounts of money - up to $ 1 (2 - p. 6 )
dan, the physics paper you cited suggests that the system should converge to an exponential distribution, where the probability of having at most m dollars is f (m) = 1 - exp (- m) .
spritz inc. is attempting to redesign reading–and renaming it “spritzing”–by streaming one word at a time at speeds varying between 250 and 1, 000 words per minute. words are centered around an “optimal recognition point” in a special display called the “redicle. ” this method reportedly eliminates the time - consuming need to move your eyes across a page, which spritz’s research suggests improves focus and comprehension. “ atlas shrugged in a day? you betcha, ” promises the site .
if i assume his texting is $ 10, then he pays $ 537, 000 per gb for text data .
@ philip i’m curious and as @ dean notes, it should converge. so, what did the distribution look like after 1 million iterations? was it substantially different from the pdf after 5, 000 ?
500 plain text messages a month. let me pretend that that the average text message is 40 characters long. if i assume each character is 1 byte, then this would be 1. 86 x 10 - 5 gb .
since zelda pays the same $ 10 for texting, but uses much more, she pays $ 27, 000 per gb .
review - add one - digit numbers - sums to 10 (2 - e. 1 )
review - subtract one - digit numbers - up to 10 (2 - f. 1 )
at & t offers so many minutes for so many dollars. if you consider this a rate - plan, how much would it cost per gb? let me once again assume that the voice call is 16 kbps (total guess). this is the same as 1. 144 x 10 - 4 gb per minute. the lowest plan gives 450 minutes for $ 39. 99 ($ 0. 089 per minute). this means that your cost per gb would be (i will call this r v – for voice rate) :
counterintuitive problem: everyone in a room keeps giving dollars to random others. you’ll never guess what happens next. was written on june 19, 2017 and filed in encyclopedia, ideas, r .
add and subtract money - up to $ 1: word problems (2 - p. 14 )
purchases - do you have enough money - up to $ 1 (2 - p. 15 )
imagine a room full of 100 people with 100 dollars each. with every tick of the clock, every person with money gives a dollar to one randomly chosen other person. after some time progresses, how will the money be distributed ?
with the following parameters: num _ people = 45 initial _ bank = 45 # everyone gets 45 dollars interest _ rate = 0. 1 # 10% per turn that you didn’t pay rounds = 5000 rent = 1 # how much to pay each round everybody’s cash goes to zero on step 1008. from that point on all trades are debt manipulations only
joe would only use 500 minutes of this. he would pay $ 0. 12 per minute or $ 2, 100 per gb) .
unlimited (let me use 5, 400 minutes) for $ 69. 99. this is $ 0. 013 per minute or $ 228 per gb .
html public
- / / w3c / / dtd xhtml 1. 0 transitional / / en
urltoken
after the first round, we’ll have somthing close to: 20 x 81 (gave 1, got 2) 40 x 80 (played even) 20 x 79 (gave 1, received 0). in fact, there are a few lucky ones allready on 82…but no one at 78 !
this is totally trivial and expected. the exponential (a. k. a. geometric) distribution is the maximum entropy distribution with a fixed average :
2. m. 1 describe the relationships among inch, foot, and yard. describe the relationship between centimeter and meter .
here’s a quick & dirty version in javascript. paste into a console window on any browser to play :
… (1) there does have to be as much + as – each round (unlike, e. g. , coin flips, where there would not need to be the same number of heads and tails in a given round) and (2) more important, that in each round the movement for a person could range from - 1 (typical for binomial distributions) to + n - 1 (very different). interesting to hear about what kind of process people’s first intuitions map onto .
zelda on plan b: note that she will go over her limit. this means she will pay $ 10 for the first 1000 messages. if she sends 10, 000 total, she would have to pay 10 cents for the other 9, 000 messages. the total cost would be $ 910 which would be $ 2. 5 million per gb .
add a two - digit and a one - digit number - without regrouping (2 - g. 3 )
add a two - digit and a one - digit number - with regrouping (2 - g. 4 )
if you use the whole time allowed, that would be the same as at & t ($ 1, 172 per gb. )
starting with the simplest case of n = 3 people, where each person can pay the amount to themself (so is randomly giving the dollar to person 1, 2, or 3 with equal probability), then the results show a simple, random walk. i continued the spreadsheet for 20, 000 trials, using n = 3, n = 5, and n = 20 .
now assuming long run independence (which i haven’t proven), we can see that there are n dollar bills, each of which has a 1 / n chance of being held by any individual .
subtract a one - digit number from a two - digit number up to 18 (2 - f. 8 )
subtract a one - digit number from a two - digit number - without regrouping (2 - h. 3 )
subtract a one - digit number from a two - digit number - with regrouping (2 - h. 4 )
spritz may let you hoover up text, like speed - eating without chewing, but how does it affect enjoyment of reading? when reading a traditional book, our pace tends to fluctuate according to a sentence’s natural rhythm. we can re - read a confusing passage or slow down to savor a particularly beautiful sentence. by rapid - firing words at a robotic clip, spritz’s system destroys those fluid rhythms and diminishes a reader’s sense of control. after a while, it feels a little like staring into a strobe light .
this is an interesting simulation, but it should be noted that the algorithm could be easily tweaked to either reduce or increate the amount of resulting inequality. for example, you could change the rules so that people with > $ 200 have to give away two dollars instead of one, or so that the dollars are only given to people with less than $ 50, or people with less than $ 50 don’t have to give away a dollar — essentially instituting an element of progressive taxation to the system .
how many texts could you send a month? what about 10, 000? that would be around 330 a day. if each text message took 30 seconds to type, that would be almost 3 hours of texting. ok. good enough. this would be 3. 7 x 10 - 4 gb .
a fantastic tool to coach yourself to a better salary. i felt more confident going into the negotiations knowing new tactics .
which with arbitrarily large numbers of players and initial wealth should lead to a gini index with a limit of 0. 5
there are around 43, 000 minutes in a month. can you talk that long? no. plus if you aren’t on at & t you can’t talk and use data. so, let me say this person talks for 3 hours a day. that would be 5400 minutes. this would be 0. 309 gb .
i' m thinking of a simpsons episode where the plot is triggered by bart obtaining a $ 1000 bill from mr burns .
when we read, our eyes move across a page or a screen to digest the words. all of that eye movement slows us down, but a new technology called spritz claims to have figured out a way to turn us into speed - readers. by flashing words onto a single point on a screen, much like watching tv, spritz says it will double your reading speed .
this is a finite state ergodic markov chain, so all distributions should be possible. optimistic approximations should work reasonably well, remembering that a finite simulation can only visit a few of the possible distributions
the writing in this book is a little clunky and (like most professional development books) has a lot of fluff around the content. however, i was able to glean a page or two worth of notes which i used to successfully negotiate a job offer .
the graph mislead us into thinking we are looking at a distribution. but we are not. we are looking at a ranked sample .
standards are in black and ixl math skills are in dark green. hold your mouse over the name of a skill to view a sample question. click on the name of a skill to practice that skill .
2. da. 1 draw a picture graph (with single - unit scale) and a bar graph (with single - unit scale) to represent a data set with up to four choices (what is your favorite color? red, blue, yellow, green). solve simple put - together, take - apart, and compare problems using information presented in the graphs .
how much does she pay for voice? well, $ 10 for texting and $ 54. 20 for data then $ 55. 79 for the voice data ($ 0. 010 per minute). this would be $ 175 per gb .
the technology was released last sunday at the mobile world congress in barcelona, and the company has since received more than 5, 000 developer submissions. more than 1 million people have tested out the technology on the company’s site. waldman says the company is developing spritz readers for texting, social media, ebooks, smartwatches, and smartphones. samsung will be shipping the galaxy s5 and gear2 with spritz’s email reader preinstalled .
in each case, the mean value paid to any individual is $ 1 to 6 decimal places, which is good because otherwise the total value of the system would be changing .
interesting that the experiment is explicitly set as ‘people’ doing the distribution. the (my) assumption at the outset was thus that there might be something to learn about humans. but in fact this is purely about mathematics. mathematics: (i am not a mathematician): as jorge notes, the presentation giving only ranked and random ordering obscures the distribution (which would be revealed by plotting the number of individuals having each number of dollars), which would look like a version of a normal distribution, only skewed upward on the left (low dollars), and with an exaggerated, long and low tail at the right (high dollars). although there is always as much + as – in each round, note that in some rounds, the ‘poorest’ players have nothing to give: this results in a small but consistent ‘negative’ pressure, as in these rounds players on zero dollars are very likely to receive one, and thus a non - zero player will definitely go down – this i would suggest is the mechanism whereby the skewing occurs. humans: equating humans with random bots is a bizarre mindset. i am generally rather concerned at the influence of game - theory axioms outside specialist domains urltoken humans, given the same ground rules, would likely produce a much flatter distribution (although unlikely to be totally flat), which could be expected to vary widely on the basis of all sorts of ‘externalities’; culture, perceptions, ‘tribal’ mixes, the life experiences of the individuals involved (in general rich people are less generous than poor people, so we shouldn’t be surprised if rich people playing the game were more accepting of inequality than poor people) .
5 gb of data on a phone seems like quite a bit. i have a difficult time seeing how you could get up to 10 gb on just a phone. sure if you are streaming videos all day. ok, i will go with 10 gb – this is zelda we are talking about .
i like it. contains, among other things, a series of useful
scripts
for job seekers while negotiating a salary / perks. buy it !
identify a digit up to the hundreds place (2 - m. 4 )
can' t find a movie or tv show? login to create it .
it seems like their most common plan is 900 minutes for $ 59. 99 and $ 0. 4 for every minute over. verizon sort of makes this difficult as they bundle voice minutes and text. let me just go with the above plan. how much for joe and zelda ?
republic films of c. a. (1935) (panama) (theatrical )
the episode is
the regina monologues
where bart creates a museum for his found $ 1000 bill. this inspires the family to go to england for a holiday .
zelda a: of course she goes over the limit on all of these plans. for a, she will pay $ 105 for $ 10. 50 per gb .
really, there are two options here. you can pay $ 20 for unlimited text messages (call this plan a), or $ 10 for 1000 messages a month ($ 0. 1 per additional message) (plan b). so, how much would this cost? let me break this into 4 cases. joe on both plans and zelda on both plans .
when we were giving a talk at the department of electrical engineering and computer science at northwestern we met uri wilensky, who shared with us a simulation he likes to assign .
master your emotions: a practical guide to overcome negativity and better manage yo ...
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convert to / from a number - tens and ones (2 - m. 8 )
regroup tens and ones - ways to make a number (2 - m. 9 )
convert to / from a number - up to hundreds (2 - m. 11 )
subscribe now to get 6 months for $ 5 - plus a free portable phone charger .
the self - discipline blueprint: a simple guide to beat procrastination, achieve your ...
zelda is going to get the biggest plan. zelda uses a total of 10. 309 gb for a cost of $ 119. 99. this is $ 11. 54 per gb .
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comment: a very good used book, light wear. no highlighting, no notes in book .
addition and subtraction - ways to make a number - up to 100 (2 - l. 9 )
what i would like to get is a comparison of how much it costs to get your data for a mobile device. in this case, you can have three things: data (really they are all data), voice, and text messages. typically, a service provider will charge you differently for these different things .
what if i wanted to transfer 2 tb of data (2048 gb) by shipping a 2 tb hard drive. what kind of data rate would this cost (per month)? just to be crazy. first, i would have to buy a drive. amazon has a 2 tb for $ 80 (shipping weight of 2 pounds). so, i would get this drive and i would transfer my data. how long would this take? if i can get a data transfer rate of 500 mbps, that would be around 1 hour. i think that is crazy (but what do i know ?). let me say it takes 5 hours to get my data on the drive .
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t - mobile also offers different data plans for 500 minutes of talk. this also has a constant for for voice plus text, but it is a different value. let me call it k. here is that plot .
maybe you don’t like graphs with log scales. i get it. let me put this one other way. suppose you take your voice plus text data that gives you the best rate (zelda on t - mobile pays $ 212 per gb) and the most expensive data plan for zelda is $ 10. 5 per gb. if you had just $ 1 to spend on data, you could get 4. 8 mb of data. that is like 1, maybe 2 mp3 songs. for the same dollar with the internet plan you could get 97 mb of data. this is like 27 – 30 songs (assuming a song is around 3 – 4 mb) .
let me also look the data you get for your home network – just your internet use. how much do you use and how much does it cost. i am just going to take stab in the dark. if you have kids and they watch streaming videos, maybe you can get up to 10 gb a month for your home network. sure, it could be lower or higher, but this should be a good starting value. i suspect if you averaged all usa home internet data, it would be less than 1 gb a month (since there are many people that just don’t stream too much stuff) .
to get to the stationary state. because p0 is in the formula for t (n), it might make sense to think of p0 as the independent variable ranging from 0 to 1, and then deriving the average occupation from the distribution as a function of p0, before inverting it? also there is probably a case to be made that there’s a good limit for n > > n (i. e. that t (n) becomes negligible at higher n) and so you’ve really only got to figure out t0, t1, t2 or so and then the rest of the distribution is approximately fixed by those .
it can be any distribution according to definition of your randomness 🙂 solution should include a little bit philosophy of randomness .
2. g. 1 identify, describe, and classify two - and three - dimensional shapes (triangle, square, rectangle, cube, right rectangular prism) according to the number and shape of faces and the number of sides and / or vertices. draw two - dimensional shapes .
clearly this different rate problems shows that there a government conspiracy. by making voice and texting so relatively expensive, they are suppressing our ability to communicate and find the truth. in this case, the truth is that the government is actually run by aliens disguised as humans. response: thanks. this will be a topic of a future blog post .
this was a fast and (hopefully) profitable read for me. his techniques are simple and forward. no magic or miracles promised, just some old - fashioned horse - sense for understanding the salary negotiating game and how and why to develop your own negotiating strategies beforehand. the mind - opening section for me was the
budget - fudgit - judgit
stages in chapter three
salary - making rule 1: when to discuss money
. also good strategies to use to get a raise or at salary review time .
if you want to see a distribution, note that the tops of the blue bars is an empirical cumulative distribution function. divide player number by 45 to get probability. it’s just that x and y are flipped from a conventional ecdf .
from the graphs above, it seems like internet data costs $ 5. 42 per gb. from these two, i can determine the voice rate. 2 gb of data would cost $ 10. 84 and another $ 10 for texting. this means $ 49. 15 is for the 500 minutes of talking ($ 0. 098 per minute). this is an equivalent of $ 1716 per gb .
fun fact, if you increase the starting amount of the game using the same algorithm you start loosing from the geometric distribution look and start moving toward something that looks a little more cubic. this is from my results of playing with this using a csprng for random number generation rather than a more predictable mersinne twister or other linear generative model for random numbers .
i ready the book shortly before my review at my current job. i was able to succesfully secure a new salary .
i suggest you look into lokta - volterra equations. those are population models and end up often into a harmonic equilibrium .
also if you increase the rounds and keep going you start to see a more step - wise pattern on the graphs .
leila hyams (may 1, 1905, new york city, new york – december 4, 1977, bel air, california) was an american model, vaudeville and film actress. her relatively short film career began in the 20' s silent films, and ended in 1936 and although only lasted
first, for joe. since joe doesn’t use that much data and doesn’t talk more than 500 minutes, he will get the $ 69. 99 plan. how much data does he use? he has 0. 0285 gb for voice, 1. 86 x 10 - 5 gb for text messages and 0. 586 gb for internet stuff. this is a total of 0. 614 gb. his total rate is $ 114 per gb .
it is uniform. just has a large variance. if you give it enough time. anybody that was up will go down .
now i need a power user. what is the maximum that you could use? oh, let me call this person zelda .
how much data do you use? i am really going to just have to take some guesses here. let me create a typical person (called joe). this person has a smart phone with the following uses. (i am ignoring multimedia messages for now )
a nitrate print of this film survives in the ucla film and television archives, and is not listed for preservation as it should be .
herman bing (march 30, 1889 – january 9, 1947) was a german - american character actor and voice actor. more »
arthur hoyt (march 19, 1874–january 4, 1953) was an american film character actor who appeared in more than 275 films in his 34 - year film career, about a third of them silent films. he was a brother of harry o. hoyt. more »
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my first thought was that it was going to be similar to a binomial distribution. but after seeing it run, i recognized two differences — that
@ jorge i think you are right and your explanation makes a lot of sense. i also just tried looking at the time series of the evolution of a few specific individuals and yes, it just bounces around, down to zero, up to 600 - 700 or so, and back .
in other words, all this redistribution does is increase volatility, just as you said. thanks for the explanation. makes a lot of sense .
zelda on plan a: this would be the same as for just voice (essentially). oh sure, she gets all those text messages for free. big deal, that is just a very very very small amount of data. so, it will still be $ 5952 per gb .
ok. now for joe and zelda. let me just pick a plan for each of them and figure out how much they pay for data .
yes, the vertical axis is a log scale. otherwise you would only see the cost of texting. joe sure is getting screwed on texting .
“if you’re reading shakespeare, you’re not going to want to do it with spritz, ” waldman admits. “but with a romance novel, for example, people skim like crazy anyway. they just rip through a book, reading for plot. are they savoring every word? probably not. ”
a nitrate print of this film survives in the ucla film and television archives, and is not listed for preservation as it should be. see more »
but if speed is your main goal, or if you struggle with distraction or an influx of emails, then spritz may be a dream come true .
why didn’t you include mms (multimedia messaging service) in your data rate calculations? response: that is a very valid point. however, you have to draw the line somewhere. adding mms to the calculation would make it a bit more complicated. i really am not sure how often people send mms .
i would agree with dean that the distribution for an individual should approximate to a geometric random variable with mean initwealth. so the sorted distribution could vary around something like
this has the same slope, but an intercept $ 10 less. so, i guess going from 500 minutes to unlimited minutes costs $ 10. t - mobile also offers a plan with 500 minutes, no data, no texts for $ 39. 99. this must indicate that unlimited texting is $ 10 a month .
so, maybe you see the problem. here is my solution. i will look at several providers. for each, i will take a typical user and estimate how much they use and how much they pay. then i will make a maximum data use scenario. don’t worry, this might make sense after i do it .
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now for the carriers. note that there are a whole bunch of numbers below. if you are allergic to math, skip to the bottom for some pretty graphs .
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2. g. 4 partition a rectangle into rows and columns of same - size (unit) squares and count to find the total number of same - size squares .
jack chapman is a nationally known career advisor and speaker in the field of career development. he is co - founder and former president of the professional career counselors and consultants network .
i seem to be incorrect in the above. tried it in mathematica and even after millions of steps it does not converge to anything close to a single owner of all wealth .
comcast seems to have similar prices for just internet – but i had trouble getting a list. i think it should be around the $ 2 - $ 5 per gb range .
waldman believes the technology has promise for educational settings, too. during testing, several users with dyslexia or add said spritzing helped them concentrate and absorb information more easily. “the idea of flashing one word at a time came from research on disability back in the ’70s, ” waldman says. “it’s not new. it’s a bit like flashcards on steroids. ”
stack exchange network consists of 174 q & a communities including stack overflow, the largest, most trusted online community for developers to learn, share their knowledge, and build their careers .
if you check out the images i posted on a facebook discussion of this simulation, you will see the random walk (finite state ergotic markov chain) nature of the transactions very clearly .
note: at & t has this interesting data use calculator. basically, you estimate how much stuff you do and it will give you a guess for how much monthly data that would be .
i used this book to * not * negotiate for a better offer. sounds weird, but i received an offer, was able to blow through this book in two days, and replied with about 10 very pointed questions. i got the answers back, thought about them and realized that this offer was fair. i knew the company was hurting for help and i might have been able to squeeze them for a little more money, but i plan on working here a while and, as the author states, it' s really not a great idea to do that. but this book enabled me to ask intelligent questions. by the time i accepted the offer i completely understood it. since it had options that was something i couldn' t say before i read it .
a brilliant book written by an expert. jack chapman is one of the countries leading career consultants and the advice he offers can put money in your pocket, which is why you bought the book .
@ sheldon rampton distributing rewards according to effort and value is anything but random, so this simulation teaches nothing about that particular issue. the conclusion is correct though, luck plays a big part in life
zelda c: 10 gb of data is 10240 mb. this means she would have to buy 52 “blocks of 200 mb” for a cost of $ 780. this would be $ 78 per gb .
2. ns. 6 understand that the three digits of a three - digit number represent amounts of hundreds, tens, and ones (e. g. , 706 equals 7 hundreds, 0 tens, and 6 ones). understand that 100 can be thought of as a group of ten tens — called a
hundred .
understand that the numbers 100, 200, 300, 400, 500, 600, 700, 800, 900 refer to one, two, three, four, five, six, seven, eight, or nine hundreds (and 0 tens and 0 ones) .
had trouble with the rendering to mp4, so i decided to start over using excel, where i could put each transaction on a separate line, and chart the resulting changes of fortunes for each individual .
joe plan a: it is the same as above except that he also has 500 text messages. this would cost $ 100. total price per gb would essentially be $ 5, 602 per gb .
this is probably the part you are waiting for. how can you compare these rates if you don’t have a graph. first, since the data is all unorganized above let me just show some stuff for at & t. this is a plot of the data cost per gb for voice, text, and internet data. since there were multiple plans, i used the ones that gave the best price .
cute! it should converge to basically an geometric distribution with p =. 01 i would expect. (no that isn’t obvious .) can you add something like a q - q plot to test that ?
in the second round, this process is repeated. a few at 82 of allready even higher 40 or slightly less @ 80 20 x 79 10 or less x 78, (they only gave 2 times )
the main lesson here is that it debunks the notion that life is fair in the sense of distributing rewards equally according to effort. if we think of this as a model for real life, it’s pretty clear that luck plays a big role in determining that (although obviously not the only role). the question then is how acceptable we find the resulting inequality and what we think should be done to address that .
dude. get a life. seriously. who cares. just pay the man and use your phone. who has time for all this maths. response: i get it. you don’t like my post .
it would be interesting to see a representation of the exact individual who is on top after each iteration and how that changes over time. once firmly in the lead does the leader ever lose that position to someone else ?
next, i need to ship it. suppose i want to send it from new york to l. a. fedex lists a 2 pound package delivered overnight as $ 103. 69. it says delivery by 8: 00 am (i guess that is pacific time). also, not sure about when i can drop it off. let me just say that the total transit (from door to door) is about 12 hours .
2. ca. 5 use addition to find the total number of objects arranged in rectangular arrays with up to 5 rows and up to 5 columns; write an equation to express the total as a sum of equal groups .
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talks on the phone for 500 minutes a month. i totally just made this number up. just picking 8 kbps data rate (i know it is actually more complicated than that), this would be 0. 0285 gb .
at & t u - verse lists internet only plans from $ 20 to $ 50 per month. let me go with the $ 30 a month plan. this means you would be paying $ 3 per gb for your data .
as jorge otero - millan touches upon above, the process of sorting the samples and then presenting the sorted graph as a distribution is highly misleading. throwing out the randomness of the distribution gives the illusion that there is sometime else happening .
from the problem statement we have people in a room. the geometry of the room and the time between ticks are not accounted for in the simulations. – if one can only travel a small distance between ticks there is bound to be some influence on the distribution. those near the center might receive more than those near the corners. – the shape of the room will also influence the distribution. – if everybody is seated and not allowed to move we will have another distribution .
2. m. 5 tell and write time to the nearest five minutes from analog clocks, using a. m. and p. m. solve real - world problems involving addition and subtraction of time intervals on the hour or half hour .
edgar livingston kennedy (april 26, 1890 – november 9, 1948) was an american comedic film character actor, known as
slow burn
. a slow burn is an exasperated facial expression, performed very deliberately; kennedy embellished this by rubbing his hand
it seems there are three plans. a) $ 45 for 4 gb plus $ 10 per gb over. b) $ 25 for 2 gb plus $ 10 per gb over. c) $ 15 for 200 mb. how much would this cost joe and zelda ?
sterling price holloway jr. (january 4, 1905 – november 22, 1992) was an american actor and voice actor who appeared in over 100 films and 40 television shows. he was also a voice actor for the walt disney company, well known for his distinctive tenor
i would love to get how much each data mode costs per amount of data ($ per gb). is this easy? no. why? because you aren’t charged a rate like this. for instance. at & t charges $ 25 for a 2 gb data plan. in this case, i could consider that the data costs $ 12. 5 per gb. however, what if you don’t use all 2 gb of data? what if you just use 700 mb during that month? oh, what if you go over 2 gb? what then ?
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there’s some confusion in the comments below and on other sites that we thought we’d address. the point is not that some people become rich and never lose their top position. this runs infinitely and will contain every possible sequence of good and bad luck for every person. the richest will become the poorest, everyone will experience every rank, and so on. the interesting thing is that this simple simulation arrives at a stationary distribution with a skewed, exponential shape. this is due to the boundary at zero wealth which, we imagine, people don’t consider when they think about the problem quickly .
this is very similar to the kinetic energy stored in any particular molecule within a confined gas, which changes quickly and randomly, depending upon random interactions with other molecules. some molecules slow down considerably, others speed up dramatically, but the over amount of kinetic energy in the system remains the same .
it is true that with enough time, a player that was up will go down (and vice versa) because every sequence will occur with infinite time. so the gini coefficient, which starts at 0, will attain 0 again, but only for brief periods. the stationary shape is not uniform .
2. ca. 3 solve real - world problems involving addition and subtraction within 100 in situations involving lengths that are given in the same units (e. g. , by using drawings, such as drawings of rulers, and equations with a symbol for the unknown number to represent the problem) .
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my first thought was that it should all end up with one guy. no? once someone is broke they will basically never get wealth again. they might get a dollar one tick but they have to move it along the next tick. and if there are two wealthy people left, one with slightly more than the other, then eventually he will get everything because both distribute money randomly to pass through broke people and they are the only sinks. and the one with less will run out first and become a pass through. so you end up in long run equilibrium with one dude having all the dough. no ?
great short read! definitely outdated information in comparison to today' s market. it is very easy to get through in one day or maybe one weekend and brings great core ideas to the table, such as basic key words and contact. this book is more ideal for a younger person first entering the job market .
mr. burns loses a thousand - dollar bill that is quickly turned into the main display at the museum of modern bart. after burns shows up to reclaim his money, bart realizes he still earned enough from charging admission to take the simpsons to england. when they arrive, marge begs homer to make this an incident - free trip, which he actually succeeds at until he accidentally runs into the queen. now the only thing that will earn homer a stay of execution is whether he can uncover the plot to poison her majesty. meanwhile, bart befriends prince william. guest stars ian mckellan, j. k. rowling, jane leeves, and prime minister tony blair.
1,000 dollars a minute is a 1935 american comedy film directed by aubrey scotto . the film was released on october 22 , 1935 . the film was nominated for an academy award in the category sound recording . 
1,000 dollars a minute is a 1935 american comedy film directed by aubrey scotto. the film was released on october 22, 1935. the film was nominated for an academy award in the category sound recording.
1,000 dollars a minute is a 1935 american comedy film directed by aubrey scotto. the film was released on october 22, 1935. the film was nominated for an academy award in the category sound recording.