IN A GROUP OF 50, 25, & 10 CENTAVO COINS THE TOTAL NUMBER OF COINS IS FOUR TIMES OF THE TOTAL AMOUNT. CONSIDERING THE LEAST NUMBER OF COINS,HOW MANY 25 CENTAVO COINS ARE THERE IN THE GROUP?
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Let x be the number of 50 centavo coins Let y be the number of 25 centavo coins Let z be the number of 10 centavo coins
X+y+z = (.50x+.25y+.10z)4
X+y+z =2x+y+.40z
X= .60z
Consider x= 3 then y= 5 for least number of coin
And y= 4
3+4+5=12 (number of coins)
Then the amount is .50×3 +.25×4 +.10×5 Amount=3
So the number of coins is four times of the total amount