70 coins of 10 paise and 50 paise are mixed in a purse. If the total value of the money in the purse is Rs.90. Find the number of each type of coin.
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let x= coin of 10 paise
and y= coin of 50 paise
total coin=70
i.e x+y = 70 --------(1)
total money inside the bag = 90rs or 900 paise
i.e 10x+50y=900
or 1x + 5y= 90-----------(2)
sub eqn (2) frm eqn(1)
x + y = 70
1x + 5y = 90
- - -
---------------------------
-4y = -20 i.e y= 5
x=70-5=65
5 coins of 50 paise and 65 coins of 10 paise
5*50+65*10 = 250+650 = 900 paise or 90 rs
and y= coin of 50 paise
total coin=70
i.e x+y = 70 --------(1)
total money inside the bag = 90rs or 900 paise
i.e 10x+50y=900
or 1x + 5y= 90-----------(2)
sub eqn (2) frm eqn(1)
x + y = 70
1x + 5y = 90
- - -
---------------------------
-4y = -20 i.e y= 5
x=70-5=65
5 coins of 50 paise and 65 coins of 10 paise
5*50+65*10 = 250+650 = 900 paise or 90 rs
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