The table shows the results of a student survey done by the chef at a school
cafeteria. What is the probability that one of these students is female and
likes peas?

The table shows the results of a student survey done by the chef at a school cafeteria What is the probability that one of these students is female and likes pe class=

Respuesta :

Ben

[tex]\huge{\boxed{32\%}}[/tex]

We can find this information using the table. The number of female students that like peas is 64, and the total number of students is 200. That gives us the following fraction. [tex]\frac{64}{200}[/tex]

Now, turn this into a percentage by making the denominator 100. This is done by dividing the numerator and denominator each by 2, since the denominator is 100. [tex]\frac{64 \div 2}{200 \div 2}= \frac{32}{100}=32%[/tex]

Required probability that one of these students is female and

likes peas is 32/100 or 32%

What is probability?

  • Probability is the chance of happening of an event.
  • Probability is always ≤ 1

How to find the probability that one of these students is female and likes peas?

According to the problem,

  • The total number of students is 200 which is actually the total sample space.
  • Number of students who are female and likes peas = 64

Required probability = 64/200 = 32/100 = 32%

Find more about "Probability" here : https://brainly.com/question/25870256

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