Question

a basket contains red, blue and green balls. one ball is to be chosen at random. the probability that the selected balls is blue is equal to five times the probability that the selected ball is green. if the probability that the chosen ball is red, find the probability that the choosen ball is blue or red.

Name: a basket contains red blue and green balls one ball is to be chosen at random the probability that the selected balls is blue is equal to five times the probability that the selected ball is 89287
Uploaded: 2022-03-15T17:41:48-08:00
Duration: 8 min 28 s
Channel: Babar Ali
Description: a basket contains red blue and green balls one ball is to be chosen at random the probability that the selected balls is blue is equal to five times the probability that the selected ball is 89287

          a basket contains red, blue and green balls. one ball is to be
chosen at random. the probability that the selected balls is blue
is equal to five times the probability that the selected ball is
green. if the probability that the chosen ball is red, find the
probability that the choosen ball is blue or red.

Added by Ismael R.

Elementary Statistics a Step by Step Approach

Allan G. Bluman 9th Edition

Instant Answer

Solved by Expert Babar Ali

03/15/2022

Step 1

Step 1: Let's denote the probabilities as follows: - Probability of selecting a blue ball: \(P(B)\) - Probability of selecting a green ball: \(P(G)\) - Probability of selecting a red ball: \(P(R)\) Given that \(P(B) = 5 \times P(G)\), we can write this as: \[ P(B) Show more…

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a basket contains red, blue and green balls. one ball is to be chosen at random. the probability that the selected balls is blue is equal to five times the probability that the selected ball is green. if the probability that the chosen ball is red, find the probability that the choosen ball is blue or red.