The ages of two boys A and B are 6 years 8 months and 7 years 4 months respectively.
Divide rs.3150 in the ratio of their ages
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Answer:
Step-by-step explanation:
Boy A= 6 + 8/12
= 72 + 8/12
= 80/12
= 20/3
Boy B = 7 + 4/12
= 7 + 1/3
= 21 + 1/ 3
= 22/3
Now,
Ratio= 20/3:22/3
= 10:11
To divide ₹3150 in the ratio of 10:11.
Let boy A be 10x and boy B be 11x,
Then,
10x+11x = ₹3150
21x = ₹3150
X = ₹3150/21
X = ₹150
Now,
Boy A= 10x = 10×150
₹1500
Boy B= 11x = 11 × 150
₹1650
Ans.
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