During a sale, a shop offered a discount of 10% on themarked prices of all the items. What would a customer haveto pay for a pair ofjeans marked at Rs 1450 and two shirtsmarked at Rs 850 each? About the author Quinn
Answer Rate of discount on all items = 10% Marked Price of a pair of jeans = Rs.1450 and Marked Price of a shirt = Rs.850 Discount on a pair of jeans = \frac{Rate\times M.P}{100}=\frac{10\times1450}{100}=Rs.145 100 Rate×M.P = 100 10×1450 =Rs.145 \therefore∴ S.P of a pair of jeans = Rs. 1450 – Rs. 145 = Rs. 1305 Marked Price of two shirts = 2 x 850 = Rs. 1700 Discount on two shirts = \frac{Rate\times M.P}{100}=\frac{10\times1700}{100}=\ Rs.\ 170 100 Rate×M.P = 100 10×1700 = Rs. 170 \therefore∴ S.P. of two shirts = Rs.1700 – Rs.170 = Rs.1530 Therefore the customer had to pay = 1305 + 1530 Discount on a pair of jeans = \frac{Rate\times M.P}{100}=\frac{10\times1450}{100}=Rs.\ 145 100 Rate×M.P = 100 10×1450 =Rs. 145 \therefore∴ S.P. of a pair of jeans = Rs.1450 – Rs.145 = Rs.2,835 Reply
Answer
Rate of discount on all items = 10%
Marked Price of a pair of jeans = Rs.1450 and Marked Price of a shirt = Rs.850
Discount on a pair of jeans
= \frac{Rate\times M.P}{100}=\frac{10\times1450}{100}=Rs.145
100
Rate×M.P
=
100
10×1450
=Rs.145
\therefore∴ S.P of a pair of jeans = Rs. 1450 – Rs. 145 = Rs. 1305
Marked Price of two shirts = 2 x 850 = Rs. 1700
Discount on two shirts = \frac{Rate\times M.P}{100}=\frac{10\times1700}{100}=\ Rs.\ 170
100
Rate×M.P
=
100
10×1700
= Rs. 170
\therefore∴ S.P. of two shirts = Rs.1700 – Rs.170
= Rs.1530
Therefore the customer had to pay
= 1305 + 1530
Discount on a pair of jeans
= \frac{Rate\times M.P}{100}=\frac{10\times1450}{100}=Rs.\ 145
100
Rate×M.P
=
100
10×1450
=Rs. 145
\therefore∴ S.P. of a pair of jeans
= Rs.1450 – Rs.145 = Rs.2,835