Question

:) If Rs. 500 has to be be divided among Mishala , Meera and Rohan in the ratio
3: 5: 2 respectively. Then how much money will each get and how many percent?​

Answer 1

Answer:

150,250,100 respectively

Step-by-step explanation:

3x+5x+2x=500

x=50

Answer 2

Answer :-

Money got by Mishala, Meera and Rohan are :-

• Rs. 150, Rs. 250 and Rs. 100 Respectively.

Percentage of money got by Mishala, Meera and Rohan are :-

• 30%, 50% and 20%.

Step-by-step explanation:

To Find:-

• How much money will each get and how many percent?

Solution:

Given that,

• Rs. 500 has to be be divided among Mishala , Meera and Rohan in the ratio 3:5:2 respectively.

Assumption,

• Let us assume the ratio of money as 3x, 5x and 2x

Therefore,

• 3x + 5x + 2x = Rs. 500

⟶ 3x + 5x + 2x = 500

⟶ 8x + 2x = 500

⟶ 10x = 500

⟶ x = 500/10

⟶ x = 50/1

⟶ x = 50

Hence, The value of x is 50.

Now, The amount of money divided among Mishala, Meera and Rohan are :-

⟶ Amount got by Mishala

• 3x = Rs. ( 3*50 ) = Rs. 150

⟶ Amount got by Meera

• 5x = Rs. ( 5*50 ) = Rs. 250

⟶ Amount got by Rohan

• 2x = Rs. ( 2*50 ) = Rs. 100

Now, The percentage of money got by them :-

⟶ Mishala = 150/500 × 100 = 150/5 = 30%

⟶ Meera = 250/500 × 100 = 250/5 = 50%

⟶ Rohan = 100/500 × 100 = 100/5 = 20%.