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
- How to Graph Transformation on the Coordinate Plane: Reflection?
- Pre-Algebra Formulas
- Digital Tools for Teaching Math at a Distance
- ACCUPLACER Math Practice Test Questions
- The Ultimate ASVAB Math Course (+FREE Worksheets & Tests)
- Number Properties Puzzle – Challenge 19
- How Is the HiSET Test Scored?
- FREE 6th Grade FSA Math Practice Test
- The Ultimate 8th Grade STAAR Math Course (+FREE Worksheets)
- 8th Grade FSA Math Practice Test Questions
What people say about "Algebra Puzzle – Challenge 42 - Effortless Math: We Help Students Learn to LOVE Mathematics"?
No one replied yet.