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
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Answers
Answered by
0
he had 160 rupees only
let there be X rupees
12.5 %of x = x / 8
remaining money = x -x/ 8
=7x/8
now
7x/8=1400
x=1600
let there be X rupees
12.5 %of x = x / 8
remaining money = x -x/ 8
=7x/8
now
7x/8=1400
x=1600
Anonymous:
explain it
Answered by
0
it is written that he spends 25/2 OF his total income
so let income be M
25/2 OF M = money spent
Money spent =11.2 rupees
spent + money left = M
M=140+11.2
M=151.2
so let income be M
25/2 OF M = money spent
Money spent =11.2 rupees
spent + money left = M
M=140+11.2
M=151.2
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