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Percentage,
We have
₹3600 divided in such way that one of it's part when interested in 9% per annum and other part 10%per annum results in ₹333 profit annum.
Let one part as ₹x which is interested in 9%
so the other part will be ₹(3600 - x), let this amount interested in 10% per annum.
So,
=> 9x/100 + (36000 - 10x)/100 = 333
=> (9x + 36000 - 10x)/100 = 333
=> (36000 - x)/ 100
=> 36000 - x = 33300
=> - x = 33300 - 36000
=> - x = - 2700
=> x = 2700
So, ₹2700 is interested in 9% per annum
So ₹(3600 - 2700) = ₹900 is interested in 10% per annum.
That's it
Hope it helped (≧∇≦)b
We have
₹3600 divided in such way that one of it's part when interested in 9% per annum and other part 10%per annum results in ₹333 profit annum.
Let one part as ₹x which is interested in 9%
so the other part will be ₹(3600 - x), let this amount interested in 10% per annum.
So,
=> 9x/100 + (36000 - 10x)/100 = 333
=> (9x + 36000 - 10x)/100 = 333
=> (36000 - x)/ 100
=> 36000 - x = 33300
=> - x = 33300 - 36000
=> - x = - 2700
=> x = 2700
So, ₹2700 is interested in 9% per annum
So ₹(3600 - 2700) = ₹900 is interested in 10% per annum.
That's it
Hope it helped (≧∇≦)b
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