Swapna bought two books for Rs.800 each. She sold one book at a loss of 10% and other at a profit of 15%. Find the selling price of each and also find the total profit or loss. About the author Melanie
Answer : → Profit = 1¼% Explanation : C. P. (cost price) of the two books ₹800 each. ∴ Total C. P. = 800*2 = ₹1,600. Now, One book is sold in 10% loss So, → 800 – (10% of 800) → 800 – 80 → 720 ∴ S. P.(selling price) of one book ₹720 And also, another one in 15% profit. So, → 800 + (15% of 800) → 800 + 120 → 920 ∴ S. P. of another book ₹920. We have, C. P. = 1,600 S. P. = 920 + 720 = ₹1,620 Since, S. P. > C. P. There is a gain in whole transaction. Gain = S. P. – C. P. = 1,620 – 1,600 = ₹20 ∴ Gain% = gain*100/C.P. = 20*100/1600 = 5/4 = 1¼% _____________________ Reply
Answer :
→ Profit = 1¼%
Explanation :
C. P. (cost price) of the two books ₹800 each.
∴ Total C. P. = 800*2 = ₹1,600.
Now,
One book is sold in 10% loss
So,
→ 800 – (10% of 800)
→ 800 – 80
→ 720
∴ S. P.(selling price) of one book ₹720
And also, another one in 15% profit.
So,
→ 800 + (15% of 800)
→ 800 + 120
→ 920
∴ S. P. of another book ₹920.
We have,
C. P. = 1,600
S. P. = 920 + 720 = ₹1,620
Since,
S. P. > C. P.
There is a gain in whole transaction.
Gain = S. P. – C. P. = 1,620 – 1,600 = ₹20
∴ Gain% = gain*100/C.P.
= 20*100/1600
= 5/4
= 1¼%
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