The marked price of an item is Rs. 900. On th | vedclass

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(C) Marked Price $(MP)$ of $1$ item $= Rs. 900$.Total $MP$ of $7$ items $= 7 	imes 900 = Rs. 6300$.Raksha buys $7$ items,which can be split into $5$

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$36$

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(C) Marked Price $(MP)$ of $1$ item $= Rs. 900$.Total $MP$ of $7$ items $= 7 	imes 900 = Rs. 6300$.Raksha buys $7$ items,which can be split into $5$ items and $2$ items.Discount on $5$ items $= 44\%$ of $(5 	imes 900) = 0.44 	imes 4500 = Rs. 1980$.Selling Price $(SP)$ of $5$ items $= 4500 - 1980 = Rs. 2520$.Discount on $2$ items $= 16\%$ of $(2 	imes 900) = 0.16 	imes 1800 = Rs. 288$.Selling Price $(SP)$ of $2$ items $= 1800 - 288 = Rs. 1512$.Total $SP$ for $7$ items $= 2520 + 1512 = Rs. 4032$.Total Discount $= 6300 - 4032 = Rs. 2268$.Effective Discount percentage $= (\frac{2268}{6300}) 	imes 100 = 36\%$.

The marked price of an item is $Rs. 900$. On the purchase of $2$ items,the discount is $16\%$,and on the purchase of $5$ items,the discount is $44\%$. If Raksha buys $7$ items,what is the effective discount percentage?

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