A Rs. 750 tin of cheese is offered at 8% disc | vedclass

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(C) Total marked price of $5$ tins of cheese $= 5 	imes 750 = Rs. 3750$.Total marked price of $3$ tins of butter $= 3 	imes 1250 = Rs. 3750$.Total m

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$14$

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(C) Total marked price of $5$ tins of cheese $= 5 	imes 750 = Rs. 3750$.Total marked price of $3$ tins of butter $= 3 	imes 1250 = Rs. 3750$.Total marked price of all items $= 3750 + 3750 = Rs. 7500$.Discount on cheese $= 8\% 	ext{ of } 3750 = 0.08 	imes 3750 = Rs. 300$.Discount on butter $= 20\% 	ext{ of } 3750 = 0.20 	imes 3750 = Rs. 750$.Total discount amount $= 300 + 750 = Rs. 1050$.Effective discount percentage $= (	ext{Total discount} / 	ext{Total marked price}) 	imes 100$.Effective discount percentage $= (1050 / 7500) 	imes 100 = 14\%$.

$A$ $Rs. 750$ tin of cheese is offered at $8\%$ discount and a $Rs. 1,250$ tin of butter at $20\%$ discount. If we buy $5$ tins of cheese and $3$ tins of butter,what is the effective discount we get (in $\%$)?

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