Jim's Family (Solve equations that represent verbal statements of multiplicative comparison)

The video tutorial explains how to determine the ages of Jim, John, and their father using multiplicative comparisons. Jim is 2 years old, John is 5 times older than Jim, making him 10 years old, and their father is 4 times older than John, making him 40 years old. The lesson teaches how to solve equations that represent verbal statements of multiplicative comparison.

How old is Jim?

• 2 years

• 5 years

• 10 years

• 40 years

What is John's age in relation to Jim's age?

• 5 times Jim's age

• 4 times Jim's age

• 2 times Jim's age

• equal to Jim's age

Calculate John's age based on Jim's age.

• 2 years

• 5 years

• 10 years

• 40 years

How old is their father compared to John?

• 2 times John's age

• 4 times John's age

• 10 times John's age

• equal to John's age

What is the father's age?

• 10 years

• 20 years

• 30 years

• 40 years