In what ratio tea at Rs 240/kg should be mixed with tea at Rs 280/kg so that on selling the mixture at Rs 324/kg there is a profit of 20%?
Selling price of final mixture = Rs. 324/kg and profit % = 20%
=> Cost price = $$324\times\frac{100}{(100+20)}=324\times\frac{5}{6}=Rs.$$ $$270$$
Let the ratio in which tea at Rs. 240/kg and Rs. 280/kg is mixed be $$x:y$$
=> $$240x+280y=270(x+y)$$
=> $$24x+28y=27x+27y$$
=> $$27x-24x=28y-27y$$
=> $$3x=y$$
=> $$\frac{x}{y}=\frac{1}{3}$$
=> Ans - (C)
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