High School

If the probability of it sleeting today is \(\frac{13}{15}\), then what is the complement or the probability of it not sleeting today?

Answer :

The complement probability (not sleeting) is 2/15, found by subtracting the probability of sleeting (13/15) from 1.

Given Probability of Sleet (Sleeting) = 13/15

To find the complement probability (the probability of it not sleeting), subtract the probability of sleeting from 1:

Complement Probability (Not Sleeting) = 1 - Probability of Sleeting

Complement Probability (Not Sleeting) = 1 - 13/15

To subtract fractions, we need a common denominator (15 in this case):

Complement Probability (Not Sleeting) = (15/15) - (13/15)

Now, subtract the numerators:

Complement Probability (Not Sleeting) = (15 - 13) / 15

Complement Probability (Not Sleeting) = 2/15

So, the complement probability or the probability of it not sleeting today, is 2/15.

Learn more about probability:

brainly.com/question/22962752

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