For each meal Shasta is given an option between 3 different entrees, longhorn, roadrunner and collie. 50% of the time Shasta chooses longhorn, 30% of the time she chooses Collie, 10% of the time she chooses roadrunner, and 10% of the time she does not eat. For any given meal, what is the probability that Shasta will eat longhorn or collie?

Question

Nico Tucker

Mathematics

22 August, 06:48

For each meal Shasta is given an option between 3 different entrees, longhorn, roadrunner and collie. 50% of the time Shasta chooses longhorn, 30% of the time she chooses Collie, 10% of the time she chooses roadrunner, and 10% of the time she does not eat. For any given meal, what is the probability that Shasta will eat longhorn or collie?

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Answers (1)

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Arturo Bradley · Answer 1

The probability that Shasta will eat longhorn or collie is 80%

Step-by-step explanation:

The probability of Shasta to eat longhorn is 50%.

And the probability of Shasta to eat collie is 30%

Therefore, you need to add up those two percentages to get the probability of eating longhorn or collie.

50%+30% = 80% or 0.8