You own a cookie bakery which offers a gift bundle options. BOX I has 5 cookies and Bux a has 10 cookies. There is an 80% chance of getting and order of Box I and a 20% chance of getting an order for Box 2. Let X be the random variable for the number of cookies in one order. (a) what is E [x] and var [x] (b) you have nived a new baker who is still in training. Many of the cookies are not up to Standard. For each cookie there is a 60% chance that it is unacceptable and is thrown away. Let y be the total number of cookies needed to be made by the new baker in order to fill an order what is E[Y] and var [Y].

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.6: Inequalities
Problem 80E
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Please explain each step and why you did what you did!
You own a cookie bakery which offers a gift
bundle options. BOX I has 5 cookies and Buxa
has 10 cookies. There is an 80% chance of getting
and order of Boy I and a 20% chance of getting
an order for Box 2. Let X be the
random variable for the number of cookies
in one order.
(@) what is € [x] and var [x]
(b) you have nived a new baker who is still in
training. Many of the cookies are not up to
Standard. For each cookie there is a 60%
chance that it is unacceptable and is
thrown away. Let y be the total number
of cookies needed to be made by the
new baker in order to fill an order
what is Ē [Y] and var [Y].
Transcribed Image Text:You own a cookie bakery which offers a gift bundle options. BOX I has 5 cookies and Buxa has 10 cookies. There is an 80% chance of getting and order of Boy I and a 20% chance of getting an order for Box 2. Let X be the random variable for the number of cookies in one order. (@) what is € [x] and var [x] (b) you have nived a new baker who is still in training. Many of the cookies are not up to Standard. For each cookie there is a 60% chance that it is unacceptable and is thrown away. Let y be the total number of cookies needed to be made by the new baker in order to fill an order what is Ē [Y] and var [Y].
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