If a normally distributed score count has a mean of 120, and a standard deviation of 20, what is the probability that a randomly selected value is greater than 160?

x = age of coin 1

7 + 2*x = age of coin 2.

Step-by-step explanation:

We have two coins, let's denote the ages as:

x = age of coin 1

y = age of coin 2.

Then, the statement is:

"one coin is seven more than twice as old as another."

let's suppose that this refers to y, then:

y = 7 + 2*x

So now we can represent the ages of both coins with only one variable, x.

x = age of coin 1

7 + 2*x = age of coin 2.