Ravi loses 20% of his money. After spending 25 % of the remainder,he has ₹540 left.How much money did he originally have ?
Answers
Answered by
1
Answer:
2700
Step-by-step explanation:
4x/5 left 4x/5×25%= X/5=540
thus X= 2700
Answered by
0
Let the money that the man has be
x
.
Money lost
=
20
%
of original money
=
20
%
of
x
=
0.2
×
x
Money he has after losing
=
Original money
−
money lost
=
x
−
0.2
x
=
0.8
x
After that, Money spent
=
25
%
of money after losing
=
0.25
×
0.8
x
=
0.2
x
Money Left
=
Money after losing
−
Money spent
=
0.8
x
−
0.2
x
=
0.6
x
But Money left is given as
R
s
.
480.
∴
0.6
x
=
480
⇒
x
=
480
0.6
∴
x
=
800
so, he originally had
R
s
.
800
.
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