Answer:
45 years
Step-by-step explanation:
First, lets break the problem down, step-by-step.
Jeremy's age can be represented using the varibale, <em>j</em>.
His father's age is 53, or 11 less than <em>j</em> squared.
Jeremy's father's age can be represented using the following equation:
j^2 - 11 = 53
Now, solve for <em>j</em>.
j^2 - 11 = 53
j^2 = 64
j = 8
That means Jeremy is 8 years old. Now, find the difference between his age and his father's age.
53 - 8 = 45.
So, Jeremy's father is 45 years older than his son.
I hope this helps! :)
