Question

The profit of R436 500 of a company is shared between three partners ,B and C ratio 3:2:4 what will C receives

Answer 1

C receives an amount of Rs 1,94,000    

Step-by-step explanation:

We are given the following in the question:

Amount of profit = Rs 4,36,500

This profit is shared between A, B and C in the ration 2:3:4

We have to find the amount of profit earned by C.

We can write that the profit was divided into 9 equal parts.

Thus, we can write

$9x = 436500\\\\x = \dfrac{436500}{9}\\\\x = 48500$

Amount received by C =

$= 4x\\=4(48500)\\=194000$

Thus, C receives an amount of Rs 1,94,000

#LearnMore

The profits of a company are shared among three partners A, B and C in ratio 2:2:3.  If A gets 14,000 as his share, find the total profit of the company and the shares of B and C.​

https://brainly.in/question/11863550

Answer 2

"₹ 1,94,000 amount" will C receives.

Step-by-step explanation:

Let the shared between three partners A, B and C are 3x, 2x and 4x.

To find, the share of A = ?

According to question,

3x + 2x + 4x = ₹ 436500

⇒ 9x = ₹ 436500

⇒ $x =\dfrac{436500}{9}$

⇒ x = ₹ 48500

∴ The share of A = 4 ×  ₹ 48500

=  ₹ 1,94,000

Thus, "₹ 1,94,000 amount" will C receives.