The sum of income of a b and c is 72000. A,b and c spends 80%, 85%and 75% of his income. Thhe ratio of their saving is 8:9:20. Find the income of a
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let income of a,b,and c be x,y and z respectively
ATQ,x+y+z=72000
money spent by a= 80%of x= 80x/100,
money saved by a=x-80x/100=20x/100
money spent by b=85%=85y/100
money saved by b=y-85y/100=15y/100
money spent by c=75%=75z/100=z-75z/100=25z/100
ratio is 8:9:20,
20x/100:15y/100:25z/100 =8:9:20
4x:3y:5z=8:9:20
then we get ,y=3x/2,
and z=2x
we have x+y+z=72000
x+3x/2+2x=72000
then x=16000rs
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