A mother is 13 years older than twice her daughter's age. If the difference of their ages is 32, how old is each person?

To find the mother's age and the daughter's age, let x represent the daughter's age. First, write an expression to show an age that is twice the daughter's age.

Question

Desiree Abbott

Mathematics

6 May, 07:50

A mother is 13 years older than twice her daughter's age. If the difference of their ages is 32, how old is each person?

To find the mother's age and the daughter's age, let x represent the daughter's age. First, write an expression to show an age that is twice the daughter's age.

+1

Answers (1)

Know the Answer?

Saige Mcdonald · Answer 1

Answer:The daughter is 19 and the mother is 51

Step-by-step explanation:

=51-13 (Divide symbol) 2

=19

Have 51-13 in bracket because that has to be done first

A mother is 13 years older than twice her daughter's age. If the difference of their ages is 32, how old is each person?To find the mother's age and the daughter's age, let x represent the daughter's age. First, write an expression to show an age that is twice the daughter's age.

A mother is 13 years older than twice her daughter's age. If the difference of their ages is 32, how old is each person?

To find the mother's age and the daughter's age, let x represent the daughter's age. First, write an expression to show an age that is twice the daughter's age.