A candy maker produces mints that have a label weight of 20 4 grams Assume that the distribution of the candy weights of the mints is Normal with a mean of 20 4 grams and a variance of 0 16 grams (4 Points) What is the probability that a randomly selected mint is within 0 2 grams of the mean Is this how this 1 would be solved P(X 20 2) P(X 20 3) P(X 20 4) P(X 20 5) P(X 20 6) Please explain how to find this Thank you

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Question: A candy maker produces mints that have a label weight of 20.4 grams.Assume that the distribution of the candy weights of the mints is Normal

A candy maker produces mints that have a label weight of 20.4 grams.Assume that the distribution of the candy weights of the mints is Normal with a mean of 20.4 grams and a variance of 0.16 grams.

(4 Points) What is the probability that a randomly selected mint is within 0.2 grams of the mean?

Is this how this#1 would be solved? P(X= 20.2) +P(X= 20.3) +P(X=20.4) +P(X= 20.5)+ P(X=20.6)? Please explain how to find this. Thank you

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