The monthly income of aryan and babban are in the ratio 3:4 and their monthly expenditures are in the ratio 5:7. if each saves rs 15000 per month, find their monthly incomes using matrix method. this problem reflects which value
Answers
Answered by
17
Lets assume that the monthly income and expenditure of the two person be
x and y
now according to the question
3x-5y=15000
4x-7y=15000
12x-20y=60000
12x-21y=45000
y=15000
x=30000
x and y
now according to the question
3x-5y=15000
4x-7y=15000
12x-20y=60000
12x-21y=45000
y=15000
x=30000
Answered by
27
Hi friend!!
Let the monthly income of Aryan be 3x
Monthly income of baban be 4x
Monthly expenditures of Aryan be 5y
Monthly expenditures of babban be 7y
If each saves 15000per month
Mathematically,it will be denoted by
3x-5y=15000
4x-7y=15000
By solving, we get x=30000 and y=15000
Therefore monthly income of Aryan is 90000
and babban is 120000
I hope this will help u ;)
Let the monthly income of Aryan be 3x
Monthly income of baban be 4x
Monthly expenditures of Aryan be 5y
Monthly expenditures of babban be 7y
If each saves 15000per month
Mathematically,it will be denoted by
3x-5y=15000
4x-7y=15000
By solving, we get x=30000 and y=15000
Therefore monthly income of Aryan is 90000
and babban is 120000
I hope this will help u ;)
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