Question

A, B, C enter into a partnership. A contributes one-
third of the whole capital while B contributes as
much as A and C together contribute. If the profit at
the end of the year is 84,000, how much would
each receive?​

Answer 1

Answer:

A will receive 1/3 of 84000

=28000

Let C receives x

B will receive (28000 )+x

Now we have 28000+x +28000+x = 84000

56000 +2x = 84000

2x = 28000

x=14000

So Cwill receives 14000

And B will contribute 42000

So A,B and C will receive 28000, 42000 and 14000 respectively

Step-by-step explanation:

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Answer 2

A contributes one-third of the capital he will receive

$= \frac{84000}{3} = 28000$

Now as B contributes as much as A and C together

Profit of B = Profit of A + Profit of C = ₹28000 + profit of C (I)

Profit of B + Profit of C = ₹84000 - ₹28000 = ₹56000 (II)

Adding (I) and (II)

2 Profit of B + Profit of C = ₹28000 + 56000 +Profit of C

2 Profit of B = ₹84000

Profit of B = ₹42000

From (II)

Profit of C + ₹42000 = ₹56000

Profit of C = ₹56000-₹42000 = ₹14000

• A will receive = ₹ 28000
• B will Receive = ₹ 42000
• C will receive = ₹ 14000