Question

a,b and c are partner they have invested rs 32000,RS 24000and RS 8000 respectivly for the sane period if the total profit is RS 1600 find the share of A
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Answer 1

Answer:

Rs. 3,70,000

Step-by-step explanation:

A : B : C

Capital 24000 : 32OOO : 18000

12 : 16 : 9

Let the total profit = 100x

Extra share of A = 100x×15100=15x

Extra share of B = 100x×12100=12x

Remaining profit = [100x - (15x + 12x)] = 73x

According to the question,

Note: Remaining profit is distributed in the ratio of their capitals

∴ Share of C = 73x(12+16+9)×9=657x37

657x37= Rs.65700

x= Rs.65000×37657= Rs.3700

∴ Hence Required profit = 100x = 100×3700 = Rs. 3,70,000

Brainliest please

Answer 2

Answer:

Rs 800

Step-by-step explanation:

Amount invested by a = 32000

Amount invested by b = 24000

Amount invested by c = 8000

Total money invested = 32000+24000+8000 = 64000

% invested by a = 32000 ÷ 64000 × 100 = 50%

Total profit = 1600

Share of a = 50% of 1600 = 50 ÷100 × 1600 = 800