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In a survey given by camp counselors, campers were asked if they like to swim and if they like to have a cookout. The Venn diagram displays the campers’ preferences. A Venn Diagram titled Camp Preferences. One circle is labeled S, 0.06, the other circle is labeled C, 0.04, the shared area is labeled 0.89, and the outside area is labeled 0.01. A camper is selected at random. Let S be the event that the camper likes to swim and let C be the event that the camper likes to have a cookout. What is the probability that a randomly selected camper likes to have a cookout? 0.04 0.89 0.93 0.99

Respuesta :

The probability that a randomly selected camper likes to have a cookout will be 0.93.

How to calculate the probability?

From the information given, it was stated that a survey given by camp counselors, campers were asked if they like to swim and if they like to have a cookout.

The Venn diagram displays the campers’ preferences. One circle is labeled S, 0.06, the other circle is labeled C, 0.04, the shared area is labeled 0.89, and the outside area is labeled 0.01.

Therefore, the probability that a randomly selected camper likes to have a cookout will be:

= 0.89 + 0.04

= 0.93

Therefore, the probability that a randomly selected camper likes to have a cookout will be 0.93.

Learn more about probability on:

brainly.com/question/24756209

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