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Suppose the wait time for dino nuggets to be microwaved is uniformly distributed from 5 minutes...

Suppose the wait time for dino nuggets to be microwaved is uniformly distributed from 5 minutes to 12 minutes.

(a) Is the wait time for dino nuggets to be done in the microwave a discrete or a continuous random variable?

(b) What is the probability we have to wait between 8 to 10 minutes for the nuggets to be done?

(c) what is the probability that we have to wait exactly 6 minutes?

I'm having a hard time understanding how to calculate this type of question.

Math   Statistics-And-Probability   
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