Question

Ashok, dinesh and Mahesh share profit and loss in the ratio of 2:3:1 distribute the capital of deficiency of ashok rs 3600 between dinesh and mangesh​

Answer 1

Step-by-step explanation:

Dinesh = 3600*3/4

= 900*3

Dinesh = 2700

Therefore, the amount of deficiency Dinesh will get 2700 rupees.

Mangesh = 3600*1/4

= 900*1

Mangesh = 900

Therefore, the amount of deficiency Mangesh will get 900 rupees.

Answer 2

Answer:

Here we will go to find the the amount of deficiency for Dinesh and Mahesh will get from Ashok using the given share of profit and loss ratio $2:3:1$.

Final Answer: The amount of deficiency for Dinesh $=Rs.2700$

                        The amount of deficiency for Mahesh$=Rs.900$

Step-by-step explanation:

From the given question,

Share of profit and loss in the ratio $=2:3:1$

The capital of deficiency amount distributed by Ashok $=Rs.3600$

From the above ratio value,

       Dinesh and Mahesh share ratio $=3:1$

                                 Total ratio value $=4$

Now we should find The amount of deficiency for Dinesh. For that,

The amount of deficiency for Dinesh $=\frac{3}{4}$ of capital of deficiency amount

                                                              $=\frac{3}{4}*3600$

                                                              $=3*900$

The amount of deficiency for Dinesh $=Rs.2700$

Similarly, now we should find The amount of deficiency for Mahesh.

The amount of deficiency for Mahesh $=\frac{1}{4}$ of capital of deficiency amount

                                                               $=\frac{1}{4}*3600$

                                                               $=1*900$

The amount of deficiency for Mahesh $=Rs.900$

Final Solution:

The amount of deficiency for Dinesh $=Rs.2700$

The amount of deficiency for Mahesh$=Rs.900$