Q3/ Basket consists of 9 Orange Balls, 6 Green Balls and 5 White Balls, it was withdrawn three balls respectively, what is the probability of each point 1- All of them are Orange? 2- None of them is Green? 3- 1st Ball is White, 2nd Ball is Green and 3rd Ball is Green? 4- All of them are white? 5- The 3rd Ball is Orange? 5- The 2nd Ball is Green?

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Q3/ Basket consists of 9 Orange Balls, 6 Green Balls and 5 White Balls, it was withdrawn three balls respectively, what
is the probability of each point
1- All of them are Orange?
2- None of them is Green?
3- 1st Ball is White, 2nd Ball is Green and 3rd Ball is Green?
4- All of them are white?
5- The 3rd Ball is Orange?
5- The 2nd Ball is Green?
Transcribed Image Text:Q3/ Basket consists of 9 Orange Balls, 6 Green Balls and 5 White Balls, it was withdrawn three balls respectively, what is the probability of each point 1- All of them are Orange? 2- None of them is Green? 3- 1st Ball is White, 2nd Ball is Green and 3rd Ball is Green? 4- All of them are white? 5- The 3rd Ball is Orange? 5- The 2nd Ball is Green?
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Step 1

The given basket contains 9 orange, 6 greens and 5 white balls.

Three balls are withdraw randomly from the basket.

The objective is to calculate the probability for different conditions.

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