a sum of rupees 500 is in the form of 5 rupee and 10 rupee notes if the total number of nodes is 75 find the number of notes of each type
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let no. of 5 rupee note = x
let no. of 10 rupee note = y
acc. to 1st condition
5x +10y= 500
5(x + 2y) = 5(100)
x+2y = 100 ----(1)
acc. to 2nd condition
x + y = 75 –-----(2)
subtracting equation (2) from (1) , we get :
y = 15
puting value y = 15 in eq (2) , we get
x =60
so no. of 5 rupee note is 60
no. of 10 rupee note is 15
let no. of 10 rupee note = y
acc. to 1st condition
5x +10y= 500
5(x + 2y) = 5(100)
x+2y = 100 ----(1)
acc. to 2nd condition
x + y = 75 –-----(2)
subtracting equation (2) from (1) , we get :
y = 15
puting value y = 15 in eq (2) , we get
x =60
so no. of 5 rupee note is 60
no. of 10 rupee note is 15
Birdavinder:
wrong answer
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