a purse contains rupees 10.5 in the form of 1 Rupee, 50 paise and 25 paise coin .the number of 50 paise coins is 2 more than the number of one rupee coin and one less than the number of 25 paise coin. find the number of each type of coins
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let the no. of coins of 1 rupee be x
According to the condition,
0.5(x+2)+1(x)+0.25(x+2+1) = 10.5
0.5x+1+×+0.25x+0.5+0.25 = 10.5
1.75x+1.75 = 10.5
1.75x = 10.5/1.75
1.75x = 2.1/0.35
x = 2.1/0.35×1.75
x = 21×175×100/10×100×35
x = 21/2
x = 10.5
According to the condition,
0.5(x+2)+1(x)+0.25(x+2+1) = 10.5
0.5x+1+×+0.25x+0.5+0.25 = 10.5
1.75x+1.75 = 10.5
1.75x = 10.5/1.75
1.75x = 2.1/0.35
x = 2.1/0.35×1.75
x = 21×175×100/10×100×35
x = 21/2
x = 10.5
sagar4947:
find the number of each type of coins
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