the ratio of incomes of two person is9:7 and the ratio of their expenditure is4:3.if each of them manages to save rs.2000 per month ,find their monthly income
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let the income of two person be x and
let the expenditure of two person be y.
according to the condition of the problem,
the equations are,
9x - 4y = 200 eq (1)
7x - 3y = 200 eq (2)
by using elimination method, we obtain
eq (1) * 3 = 27x - 12y = 600
eq (2) * 4 = 28x - 12y = 800
we get x = 200
x = 200 = 7x - 3y = 200
= 7 (200) - 3y = 200
= 1400 - 3y = 200
= -3y = 200 - 1400
= -3y = -1200
y = 400
hence monthly income of two persons are 200 and 400 respectievly.
let the expenditure of two person be y.
according to the condition of the problem,
the equations are,
9x - 4y = 200 eq (1)
7x - 3y = 200 eq (2)
by using elimination method, we obtain
eq (1) * 3 = 27x - 12y = 600
eq (2) * 4 = 28x - 12y = 800
we get x = 200
x = 200 = 7x - 3y = 200
= 7 (200) - 3y = 200
= 1400 - 3y = 200
= -3y = 200 - 1400
= -3y = -1200
y = 400
hence monthly income of two persons are 200 and 400 respectievly.
shru22:
ur ans. is incorrect
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