a sum of rupees 500 is in the former of 5 rupee and 10 rupee notes. If the total number if notes be 75, find the number of notes of each type?
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Answered by
2
let the number of 5 rupee notes be x and 10 rupees notes be y then
5x+10y=500 and
x+y=75
solve this simultaneous equation
you will get x=50 and y =25
5x+10y=500 and
x+y=75
solve this simultaneous equation
you will get x=50 and y =25
donthakur7137:
how to solve
Answered by
2
Let the no. of Rs. 5 notes be x.
Total no. of notes is 75.
So no. of Rs. 10 notes = (75- x)
Total amount in the form of
Rs. 5= Rs. 5* x= Rs. 5x
Rs. 10= Rs.10* (75-x)= Rs. 750- 10x
Given
Total money= Rs. 500
=>5x + 750- 10x= 500
=>-5x+750=500
=>-5x=500-750=-250
=>5x=250
=>x=250/5= 50
So total no. of
Rs. 5 notes= x = 50
And Rs. 10 notes = 75- X=75-50=25
Total no. of notes is 75.
So no. of Rs. 10 notes = (75- x)
Total amount in the form of
Rs. 5= Rs. 5* x= Rs. 5x
Rs. 10= Rs.10* (75-x)= Rs. 750- 10x
Given
Total money= Rs. 500
=>5x + 750- 10x= 500
=>-5x+750=500
=>-5x=500-750=-250
=>5x=250
=>x=250/5= 50
So total no. of
Rs. 5 notes= x = 50
And Rs. 10 notes = 75- X=75-50=25
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