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A candy box contains 3 passion fruit candy, 5 peanut candy, 2 chocolate candy and 2 strawberry candy. Without looking at the contents of that box, Tatiane is going to take out, at random, a bonbon. What is the probability that the candy removed by Tatiane is a peanut candy?
1 / 12 . 5/12 7 / 12 . 12/5​

Sagot :

DAffyDuckTEDidn

Answer:

The box contains 12 chocolates and, as Tatiane wants to remove a peanut candy, the probability that this will happen is 5/12.

Step-by-step explanation:

To determine the probability that Tatiane is able to randomly remove a peanut candy from the box, let's divide the amount of peanut candy by the total amount of candy present in the box.

  • We have to:

Probability = peanut candy / box candy

Probability = 5 / 3 + 5 + 2 + 2

Probability = 5 / 12

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