Question

An amount is distributed among L, M & N in the ratio of 4:8:11. The share of N'exceeds
the share of L by Rs.9800. what is the share of M?​

Answer 1

Answer:

11200

Step-by-step explanation:

L:M:N= 4:8:11

N-L =11-4 = 7

9800/7 = 1400

share of M = 1400×8= 11200

Answer 2

Answer:

let the the amount of distribution in L,M,N are 4x,8x and 11x respectively

given that the share of N exceeds by L

so the difference between their shares is (11x-4x)=7x

7x=9800

x=9800/7

=1400

so the share of M is =8x=8×1400

=11200Rs