There are 10 balls in a box numbered from 1 to 10. We must pay $5 to play and draw 3 balls. If we draw ball #1 or #10, we win $5. Find the chance of winning $10 if: b) We do not return the balls to the box after we draw them (round the answer to two decimal points).

A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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Plzz explain question 2) Ty.
Question 1
There are 10 balls in a box numbered from 1 to 1O. We must pay $5 to play and draw 3 balls.
If we draw ball #1 or #10, we win $5.
Find the chance of winning $10 if:
a) We return each ball to the box before we draw the next one.
|
Question 2
There are 10 balls in a box numbered from 1 to 1O. We must pay $5 to play and draw 3 balls.
If we draw ball #1 or #10, we win $5.
Find the chance of winning $10 if:
b) We do not return the balls to the box after we draw them (round the answer to two decimal
points).
Transcribed Image Text:Question 1 There are 10 balls in a box numbered from 1 to 1O. We must pay $5 to play and draw 3 balls. If we draw ball #1 or #10, we win $5. Find the chance of winning $10 if: a) We return each ball to the box before we draw the next one. | Question 2 There are 10 balls in a box numbered from 1 to 1O. We must pay $5 to play and draw 3 balls. If we draw ball #1 or #10, we win $5. Find the chance of winning $10 if: b) We do not return the balls to the box after we draw them (round the answer to two decimal points).
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