In a bag number of 25 p coins, 20 p coins and 10 p coins are in the ratio 3 : 7 : 9 and together worth of rs 61. Find the number of 20 p coins (
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let x is 25 p coins, y is 20 p coins and z is 10 p coins.
so 3x:7y:9z is the relationship given.
sum of all the coins is 61.
X + Y + Z = 61;
by solving first equation we get x = 7y/3 and z = 7y/9;
now putting the values of x and z in x+y+z = 61;
we get
7y/3 + y + 7y/9 = 61;
now solving this equation
(21y+9y+7y)/9 = 61;
37 y = 549;
acesolution2017:
Kindly write as 0.25x+0.2y+0.10z = 61; consider this equation
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