Question

Divide Rs. 7,100 between A and B such that one fifth of A’s share exceeds one

sixth of B’s share by Rs. 155.

Answer 1

Answer:

A = RS. 3650 B = RS. 3450

Step-by-step explanation:

A/5 - B/6 = 155

A + B = 7100

Solving the eqs.

A + B = 7100

6A - 5B = 155 * 30

A = 3650 B = 3450

Answer 2

Answer:

A's share = Rs. 3650  &

B's share = Rs. 3450

Given - Divide Rs. 7,100 between A and B such that one-fifth of A’s share exceeds one-sixth of B’s share by Rs. 155.

Step-by-step explanation:

Let A's share be "A" and B's share be "B"

Two Equation will be,

A + B = 7100  --------------------------------------- Eq.1

$\frac{1}{5} A - \frac{1}{6}B = 155$ ---------------------------------------Eq.2

Solving Eq.1 and Eq.2

We get,

A's share = 3650

B's share = 3450

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