You pick a ticket from a box containing 5 tickets numbered 1 to 5. What is the probability you get exactly 6 tickets that are less than or equal to 3 if you pick out 10 tickets with replacement? Hint: Use the following Binomial Formula: n! (n-k)!k! -p (1-p)*-k a) The value of n! (n-k)!k! is b) The probability, in percent, that you get exactly 6 tickets that are less than or equal to 3 is 13.4%. %. Round your answer to the nearest percent. For example, enter 13 for

MATLAB: An Introduction with Applications
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This is a Short Answer question. Write your answer in the box below. You do not need to show any work for this problem. You can get partial credit for getting some of parts of this question correct.
You pick a ticket from a box containing 5 tickets numbered 1 to 5. What is the probability you get exactly 6 tickets that are less than or equal to 3 if you pick out 10 tickets with replacement? Hint: Use the
following Binomial Formula:
n!
-pk (1-p)-k
(n-k) !k!)
a) The value of
n!
(n-k)!k!
b) The probability, in percent, that you get exactly 6 tickets that are less than or equal to 3 is
13.4%.
%. Round your answer to the nearest percent. For example, enter 13 for
Transcribed Image Text:This is a Short Answer question. Write your answer in the box below. You do not need to show any work for this problem. You can get partial credit for getting some of parts of this question correct. You pick a ticket from a box containing 5 tickets numbered 1 to 5. What is the probability you get exactly 6 tickets that are less than or equal to 3 if you pick out 10 tickets with replacement? Hint: Use the following Binomial Formula: n! -pk (1-p)-k (n-k) !k!) a) The value of n! (n-k)!k! b) The probability, in percent, that you get exactly 6 tickets that are less than or equal to 3 is 13.4%. %. Round your answer to the nearest percent. For example, enter 13 for
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