the ratio of incomes of two percent is 9:7 and the ratio of their expenditures is 4 : 3 if each of them manages to save rupees 2000 per month find their monthly income
plz answer ...............
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Answered by
2
Heya. !!!!
Here is your answer,
__________________
Let the income of the persons be 9x and 7x
Let the expenditure of the persons be 4y and 3y.
Now it is given that both of them saves 2000 each.
So
9x-4y = 2000 1..
7x-3y = 2000 2 ..
From 1... x = 2000+4y /9x
Putting this value of x in 2....
we get 7x* 2000+4y /9x - 3y = 2000
28y+14000/9 - 3y = 2000
3y+2000 = 28y+14000/9
27y+ 18000 = 28y+14000
y+14000 = 18000
y = 4000
So the expenditure of 1st person will be 16000 and 2nd person will be 12000
Income = expenditure+saving
So the income of first person will be 16000+2000 = 18000
And the income of second person will be 12000+2000 = 14000
__________________
Hope it helps u
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# Nikky
Here is your answer,
__________________
Let the income of the persons be 9x and 7x
Let the expenditure of the persons be 4y and 3y.
Now it is given that both of them saves 2000 each.
So
9x-4y = 2000 1..
7x-3y = 2000 2 ..
From 1... x = 2000+4y /9x
Putting this value of x in 2....
we get 7x* 2000+4y /9x - 3y = 2000
28y+14000/9 - 3y = 2000
3y+2000 = 28y+14000/9
27y+ 18000 = 28y+14000
y+14000 = 18000
y = 4000
So the expenditure of 1st person will be 16000 and 2nd person will be 12000
Income = expenditure+saving
So the income of first person will be 16000+2000 = 18000
And the income of second person will be 12000+2000 = 14000
__________________
Hope it helps u
THUMBS UP PLEASE !
# Nikky
ds9654711751:
thank u
Answered by
2
Here are the two equation According to the question
Let's assume that the income is 9x and 7x and the expenditure is 4y and 3y
9x-4y=2000..........(i)
7x-3y=2000..........(ii)
performing 4(ii)-(i), we get
x=2000
substituting in (i) we get
y=5000
SO their income was 18000 and 14000 monthly
#Prashant24IITBHU
Let's assume that the income is 9x and 7x and the expenditure is 4y and 3y
9x-4y=2000..........(i)
7x-3y=2000..........(ii)
performing 4(ii)-(i), we get
x=2000
substituting in (i) we get
y=5000
SO their income was 18000 and 14000 monthly
#Prashant24IITBHU
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