Question

A, B and C enter into a partnership by investing
Rs.15000, Rs.21000 and Rs.27000 respectively.
At the end of 8 months, B receives Rs. 1260 as
his share. Find the share of A.​

Answer 1

Answer:

Step-by-step explanation:

Answer 2

Answer:

B's Share will be 900Rs.

Step-by-step explanation:

In this question,

We have been given that,

A,B, and C enter into a partnership by investing Rs.15000,Rs.21000,Rs.27000 and after 8 months B receives Rs.1260 as his share.

We need to find the share of A.

According to the question,

We will find the ratio's of there investment

i.e 15000:21000:27000

=5:7:9

Now, we know that B receives Rs.1260 as his share

Let the ratio of investment of A,B and C be x

Therefore 7x=1260

$x=\frac{1260}{7}$

B's share i.e $5x=\frac{1260\times 5}{7}$

B's share = 180×5=900

Therefore B's share will be Rs.900