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If P(not yellow) = StartFraction 4 over 15 EndFraction, which best describes the probability of the complement of the event?
P(yellow) = StartFraction 8 over 15 EndFraction
P(yellow) = StartFraction 11 over 15 EndFraction
P(not yellow) = StartFraction 8 over 15 EndFraction
P(not yellow) = StartFraction 11 over 15 EndFraction

Respuesta :

The probability for yellow is given by 11/15.

Here, we have given that,

P(not yellow) = 4/15

Mathematically, the addition of the probability of an event and its complement adds up to be 1

The complement we have here is P(yellow)

Thus, mathematically we have;

P(not yellow) + P(yellow) = 1

What is the formula for yellow probability?

P(yellow) = 1 - P(not yellow)

From the question P(not yellow) = 4/15

Plugging this value, we have;

P(yellow) = 1 - 4/15 = 11/15

Therefore the probability for yellow is given by 11/15.

To learn more about the probability visit:

https://brainly.com/question/24756209

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