Question

Kiran and Raju share a reward of Rs 400 in the ratio 5:3 , find how much kiran and Raju will get?

Answer 1

Answer:

Let the ratio of Kiran and Raju's share be 5x : 3x.

Step-by-step explanation:

Now , according to the question ,

5x+3x = 400

8x=400

x=50

Now , Kiran's share => 5x => 5*50 = Rs. 250

          Raju's share  => 3x => 3*50 = Rs. 150

Answer 2

Answer: ₹250 , ₹150

Step-by-step explanation:

Given that the ratio in which ₹400 is shared among Kiran and Raju is 5:3.



Let the common ratio be x.

So, the parts in which ₹400 is shared among Kiran and Raju become 5x and 3x respectively

A/Q

Part with kiran + part with Raju = total money

5x+3x=400

8x= 400

x= $\frac{400}{8}$

X= 50

Money with Kiran = 5x

= 5×50

=₹250

Money with Raju = 3x

=3×50

=₹150

Verification

Money with Kiran + money with Raju =400

250+150 =400

400=400

Hence verified

Also , $\frac{250}{150}$

= $\frac{5}{3}$

=5:3

Which is the given ratio.