The ages of father and son are 45 years and 10 years. Find the ratio of their ages?

Question

The ages of father and son are 45 years and 10 years. Find the ratio of their ages?

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Margaret 2 weeks 2021-09-10T00:54:36+00:00 2 Answers 0 views 0

Answers ( )

  1. Charlotte
    0
    2021-09-10T00:55:43+00:00
    • The ratio of their ages = 9 : 2.

    Given :

    • The age of father = 45 years.
    • The age of son = 10 years.

    To Find :

    • The ratio of their ages.

    Solution :

    Given,

    The age of father is 45 years.

    The age of son is 10 years.

    The ratio of their ages =  \sf \dfrac{Father's \: age}{Son's \: age} = Father’s age : Son’s age

    First, we need to convert their ages into a fraction.

      \mapsto\cancel \dfrac{45}{10}

    Cut the denominator and the numerator by 5.

     \mapsto \dfrac{9}{2}

    Now, We have to convert it in the form of ratio.

    • Father’s age : Son’s age

    So,

     \mapsto9 \ratio2

    Hence,

    The ratio of their ages is 9 : 2.

  2. Charlotte
    0
    2021-09-10T00:56:20+00:00

    Step-by-step explanation:

    45/10

    9/2

    hence , 9:2

    here is your answer

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