Question

A started a business with a capital of Rs.
1,00,000. One year later, B joined him with a
capital of Rs. 2,00,000. At the end of 3 years
from the start of the business, the profit
earned was 84,000. The share of B in the
profit exceeded the share of A by
1) Rs. 10,000 2) Rs. 12,000
3) Rs. 14,000 4) Rs. 15,000​

Answer 1

Answer:

Step-by-step explanation:Investment of A = 1,00,000* 3 (years) = 3,00,000

Investment of B = 2,00,000* 2 (years) = 4,00,000

Ratio of investment A:B=3:4

hence profit should be divided in the same ratio.

Profit of A = 84,000 * (3/7) = 36,000

Profit of B = 84,000 * (4/7) = 48,000

Hence, B will receive 12,000 more than A.

Answer 2

Answer:

a invest for 3 year so 3*100000=300000

then b invest for 2 year so 2*200000=400000

so ratio of a and b. is =3ratio4

so 3x+4x=84000 then

7x = 84000

x=12000

a is 3x so

3*12000=36000

b is 4x

4*12000=48000=

48000-36000

12000