Question

three person earn money a profit of Rs.70,000 in a business which they to divide in the ratio A:B = 4:2 and B:C = 10:5 .How much money will each person get ?The money received by A would be how many times the money received by C ? ​

Answer 1

Answer:

Achugatla Balakrishna

A, B and C were partners in a firm having capitals of Rs. 50,000; Rs. 50,000 and Rs.1,00,000 respectively. Their Current Account balances were. A: Rs. 10,000; B: Rs. 5,000 and C: Rs. 2,000 (Dr.). According to the Partnership Deed the partners were entitled to an interest on Capital @ 10% p.a. C being the working partner was also entitled to a salary of Rs.12,000 p.a. The profits were to be divided as:

(a) The first Rs. 20,000 in proportion to their capitals.

(b) Next Rs. 30,000 in the ratio of 5 :3 : 2.

Answer 2

Answer:

Right question

In a trade three persons A, B and Cget the profit of Rs. 70,000. They have to di-vide this profit in the ratio A:B = 4:2 and B:C=10:5. Tell each of the persons got how manyrupees? A got how many times of rupees gotby C?

Step-by-step explanation:

The profit is to be divided in the ratio A:B = 4 : 2 and B : C = 10 : 5. Hence at first to find out mutual ratio the relation from B is to become equivalent.

Since, A : B = 4 :2 and B : C = 10 : 5

$∴. \: \: \: \: A : B = 4 \times 5:2 \times 5$

$= 20:10$

A : B : C = 20 : 10 : 5

Let A gets the profit Rs. 20k, B gets Rs. 10k and C gets Rs. 5k.

∴. Total profit = 20k + 10k + 5k

= 35k

As given, 35k = 70,000

$∴ \: \: \: \: k = \frac{70,000}{35}$

⟹2,000

Hence, profit given to A = 20k

$⟹20 \times 2000$

⟹Rs. 40,000

Profit given to B = 10k

$⟹10 \times 20000$

⟹Rs. 20,000

Profit given to C = 5k

$⟹5 \times 20000$

⟹Rs. 10,000

Clearly , A gets the rupees 4 times then C