A bag contains different types of old coins in the ratio 11:13:12 whose values are 3 rupees, 4 rupees and 5 rupees respectively. If the total value of the coins is Rs.725, find the number of coins of 3 rupees coin.
Let number of 3 rupees, 4 rupees and 5 rupees respectively be $$11x,13x$$ and $$12x$$
Total amount = $$(3\times11x)+(4\times13x)+(5\times12x)=725$$
=> $$33x+52x+60x=725$$
=> $$x=\frac{725}{145}=5$$
$$\therefore$$ Number of 3 rupees coins = $$11\times5=55$$
=> Ans - (B)
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