CBSE BOARD XII, asked by mohitdayalani6986, 2 months ago

the selling price of a cake in a shop was reduced by 12% during a Christmas sale

Answers

Answered by pulakmath007
2

SOLUTION

GIVEN

The selling price of a cake in a shop was reduced by 12% during a Christmas sale.

On account of New Year, the price was further reduced by 12.5%

TO DETERMINE

The total discount percentage from the original price of the cake

EVALUATION

Let the original price of the cake = Rs 100P

First the selling price of a cake in a shop was reduced by 12% during a Christmas sale

After reduction in price during the Christmas sale

 \displaystyle \sf{ =Rs. \:  \: 100P \times  \frac{12}{100}  }

 \displaystyle \sf{ =Rs. \:  \: 12P }

So price after reduction

= Rs 100P - Rs 12P

= Rs 88P

Next On account of New Year, the price was further reduced by 12.5%

Thus in New year reduction in price

 \displaystyle \sf{ =Rs. \:  \: 88P \times  \frac{12.5}{100}  }

 \displaystyle \sf{ =Rs. \:  \:11P }

So price after reduction

= Rs 88P - Rs 11P

= Rs 77P

Thus total discount

= Rs 100 P - Rs 77P

= Rs 23P

Thus the required discount percentage

 \displaystyle \sf{ = \frac{23P}{100P} \times 100\%   }

 \displaystyle \sf{ =23 \: \%   }

FINAL ANSWER

The total discount percentage from the original price of the cake = 23%

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