divide ₹1380 among three persons A,B and C in such a way that the amount received by A is five times greater than C's share and 3 times as much as B's share.
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Answered by
8
let A's share be x rs
so share of B = x/3
and share of C = x/5
now this sum is 1380
so , x + x/3 + x/5 = 1380
15x/15 + 5x/15 + 3x/15 = 1380
23x /15 = 1380
x = 1380 × 15 / 23
x = 60 × 15
x = 900
so share of A = 900 rs
share of B = 900 /3 = 300 rs
share of C = 900/5 = 180 rs
so share of B = x/3
and share of C = x/5
now this sum is 1380
so , x + x/3 + x/5 = 1380
15x/15 + 5x/15 + 3x/15 = 1380
23x /15 = 1380
x = 1380 × 15 / 23
x = 60 × 15
x = 900
so share of A = 900 rs
share of B = 900 /3 = 300 rs
share of C = 900/5 = 180 rs
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Answered by
7
Total amount = Rs 1380
Let the A's amount be = Rs X
B's amount = X / 3
C's amount = X / 5
Therefore, X + X / 3 + X / 5 = 1380
15X + 5X + 3X = 1380 x 15
23X = 1380 x 15
X = 60 x 15
X = 900
Therefore, A's amount = Rs 900
B's amount = Rs 300
C's amount = Rs 180
Let the A's amount be = Rs X
B's amount = X / 3
C's amount = X / 5
Therefore, X + X / 3 + X / 5 = 1380
15X + 5X + 3X = 1380 x 15
23X = 1380 x 15
X = 60 x 15
X = 900
Therefore, A's amount = Rs 900
B's amount = Rs 300
C's amount = Rs 180
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