The probability of obtaining orange in a local market is 1/4 and that of mango is 2/5 find the probability that a student will obtain orange and not mango in the market

Answers

We conclude that the probability that a student will obtain orange and not mango in the market is 3/25

How to find the probability that a student will obtain orange and not mango in the market?

First, we have the following information:

The probability of obtaining orange in the local market is 1/4.

The probability of obtaining mango is 2/5.

Then the probability of not obtaining mango is given by:

P = 1- 2/5 =3/5

This means that the probability of not obtaining mango is 3/5.

Now, the joint probability of “obtaining orange and not mango” is given by the product between the individual probabilities, here we will get:

prob = (probability of obtaining orange)*(probability of not obtaining mango)

prob = (1/5)*(3/5) = 3/25

We conclude that the probability that a student will obtain orange and not mango in the market is 3/25.

probabilitythat a student will obtain orange and not mango in the market is 3/25How to find the probability that a student will obtain orange and not mango in the market?probabilityof obtaining orange in the local market is 1/4.probabilityof obtaining mango is 2/5.probabilityof not obtaining mango is given by:probabilityof not obtaining mango is 3/5.joint probabilityof “obtaining orange and not mango” is given by the product between theindividual probabilities, here we will get:probabilitythat a student will obtain orange and not mango in the market is 3/25.probability: