# Algebra Puzzle – Challenge 42

Enjoy solving mathematical and critical thinking challenges? This is a great math puzzle for those who love math challenges!

## Challenge:

Mr. Ronald is 53 years old. He has three children, John 14 years old, Nicole 9 years old, and Mark 4 years old. In how many years, the age of Mr. Ronald will become equal to the sum of his children’s age?

### The Absolute Best Book to Challenge Your Smart Student!

The correct answer is 13.

Mr. Ronald is 53 years old and the sum of his children is:

14 + 9 + 4 = 27

The difference of Mr. Ronald’s age and his children is:

53 – 27 = 26

Every year, one year adds to Mr. Ronald’s age and three years adds to the sum of his children’s age. The difference of this is 2 years. So, each year 2 years is subtracted from the difference of Mr. Ronal’s age and his children.

Therefore, in 13 years the difference of Mr. Ronald’s age and his children becomes zero.

**The Absolute Best Books to Ace Algebra **

## Related to This Article

### More math articles

- What does TSI Test Stand for?
- 4th Grade STAAR Math Worksheets: FREE & Printable
- Can You Cheat on the ALEKS Test?
- How to Demystifying the Bell Curve: A Comprehensive Guide to Understanding Normal Distribution
- Do My Essay for Me: What Are the Benefits of Remote Learning?
- Using Decimals and Fractions to Solve One-Step Addition and Subtraction
- What is the Best Calculator for the ACT Math Test?
- How to Calculate Cylinder Volume and Surface Area? (+FREE Worksheet!)
- Top 10 7th Grade PARCC Math Practice Questions
- Perimeters and Areas of Squares

## What people say about "Algebra Puzzle – Challenge 42 - Effortless Math: We Help Students Learn to LOVE Mathematics"?

No one replied yet.