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How would I do a problem like this using my graphing calculator?
A department of Transportation report about air travel found that, nationwide, 76% of all flights are on time. Base the following questions on 1000 randomly selected flights.
Find all probabilities and round to the tenth of a percent.
a) How many flights would you expect to be late? Obv that answer is 24 percent
b) What would be the standard deviation
c) What is the probability you will have exactly 800 flights on time?
d) What is the probability you will have 200 or less flights that are late?
e) What is the probability you will have more than 850 on time?
Any help would be greatly appreciated -
LOL there's so many calculations that you need to do for C-E, at least you get to round to the nearest decimal on B though, I might could guess that in my head, .3?
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a. 1-.76 =.24
b. sqrt (1000x.76.24)
c. binompdf(1000,.76,800)
d. binomcdf(1000,.76,799)
e. 1- [binomcdf(1000,.76,850)]
binompdf and binomcdf are in 2nd vars on TI-83 and 84s if I remember right. -
yeah its 1k times .76 times .24 all square rooted. the formula for variance of a binomial variable in your textbook should be np(1-p) and standard deviation is the square root of the variance
binomial pdf gives you the probability of the exact value
binomialcdf gives you the probability of that value AND all values below it
they are entered in the order (sample size, probability of a success, successes)
so binomcdf (10,.8,8)
is the probability of getting 0,1, 2, 3, 4, 5, 6, 7 or 8 in a sample of 10 with p=.8
going to dinner gl with your homework. pm me if this is confusing. -
listen to this guy, he knows his shit.
Originally Posted by WeWaysAwIn
yeah its 1k times .76 times .24 all square rooted. the formula for variance of a binomial variable in your textbook should be np(1-p) and standard deviation is the square root of the variance
binomial pdf gives you the probability of the exact value
binomialcdf gives you the probability of that value AND all values below it
they are entered in the order (sample size, probability of a success, successes)
so binomcdf (10,.8,8)
is the probability of getting 0,1, 2, 3, 4, 5, 6, 7 or 8 in a sample of 10 with p=.8
going to dinner gl with your homework. pm me if this is confusing. -
w1060waddison on aim if you're still looking at this timmy
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I added you, will you be my "Math Guru"?
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