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Age Problem Analysis

Introduction

Dr. Johnson is currently 54 years old, while his father is 80 years old. This article explores how many years ago Dr. Johnson’s father was three times Dr. Johnson’s age.

Setting Up the Equation

To find the number of years ago, let Y represent the years we are trying to determine. We can establish the following equation:

(54 – Y) x 3 = 80 – Y

Solving the Equation

By solving this equation for Y, we arrive at:

Y = 41

Conclusion

This means that 41 years ago, Dr. Johnson was 13 years old, and his father was 39 years old. The relationship holds true as 13 multiplied by 3 equals 39.