KS2 Primary Maths Age 9-13 - Age Problem: - Explained

The video tutorial explores a mathematical problem involving Susie and her father's ages. It begins by stating their current ages and then delves into calculating Susie's age six years ago. The problem requires determining when Susie's father will be ten times her age from six years ago. The solution involves projecting into the future to find that Susie will be 18 years old when her father is 40. The tutorial emphasizes the importance of organizing information and understanding the timeline of events to solve the problem effectively.

What are the current ages of Susie and her father?

• Susie is 10 and her father is 32.

• Susie is 11 and her father is 33.

• Susie is 12 and her father is 34.

• Susie is 8 and her father is 30.

How old was Susie six years ago?

• Three years old

• Four years old

• Five years old

• Six years old

At what age will Susie's father be ten times her age from six years ago?

• 30 years old

• 60 years old

• 40 years old

• 50 years old

How many years into the future do we need to look to find Susie's age when her father is 40?

• Eight years

• Nine years

• Six years

• Seven years

What will be Susie's age when her father is 40 years old?

• 17 years old

• 19 years old

• 16 years old

• 18 years old