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Q.

A started a business. After 4 months from the start of the business, B and C joined him. The ratio of the investments of A,B and C was 4:6:5. If A's share in annual profit was ₹250 more than that of C, what was the total annual profit earned?

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a

$₹ 3910$

b

$₹ 3740$

c

$₹ 4900$

d

$₹ 4250$

answer is C.

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Detailed Solution

A, B & C's partnership ratio
$= 4 \times 12 : 6 \times 8 : 5 \times 8 = 6 : 6 : 5$
Let A,B and C 's profit are 6x,6x and 5x respectively.
According to question,
$6 x - 5 x = 250 \Rightarrow x = 250$
Hence, total annual profit earned =6x+6x+5x=17x $= 170 \times 250 = ₹ 4250$

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A started a business. After 4 months from the start of the business, B and C joined him. The ratio of the investments of A,B and C was 4:6:5. If A's share in annual profit was ₹250 more than that of C, what was the total annual profit earned?