divide 140 between A and B so that A gets twice the money That B gets and ₹20 more.
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A's share is 40 rs and B's share is 100 rs
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14
let B gets ₹x
A gets money = twice of B + ₹20
= 2x + 20
total money = ₹140
A's money + B's money = ₹140
(2x + 20) + (x) = 140
3x = 140 - 20
3x = 120 => x = ₹40
A's money = 2x + 20
= 2(40) + 20 = ₹100
B's money = x = ₹40
Answer: A = ₹100 , B = ₹40
A gets money = twice of B + ₹20
= 2x + 20
total money = ₹140
A's money + B's money = ₹140
(2x + 20) + (x) = 140
3x = 140 - 20
3x = 120 => x = ₹40
A's money = 2x + 20
= 2(40) + 20 = ₹100
B's money = x = ₹40
Answer: A = ₹100 , B = ₹40
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