Divide $96 between two girls in the ratio of their ages , 6 years and 10 years
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Answer:
ratio of their ages = 6: 10= 3:5
Let the ratio be 3x and 5x
•°• 3x + 5x = $96
=> 8x = 96
=> x = 12
•°• First girl gets = 3x = 3×12 =$ 36
Second girl gets = 5x= 5×12=$ 60
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Answered by
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Let, the share of first and second girl be 6x and 10x respectively
According to the question :
6x+10x = 96
=> 16x = 96
=> x = 6
Then, the share of 6 years old girl = 6×6 = $36
and the share of 10 years old girl = 10×6 = $60
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