pammy bought 60 article at the rate of ₹80 each article she sold three fourth of them at the rate of ₹ 75 each article and the rest at the rate ₹100
each article find her gains or loss percent
Answers
Answer:
If Pammy sold 3/4th of 60 articles at 75 each and rest at 100 each and she bought all the 60 at 80 each then her gain is 2%.
Step-by-step explanation:
Step 1:
Cost of each article = Rs. 80
∴ Cost of 60 articles = 60 * 80 = Rs. 4800
Step 2:
It is given that she sold 3/4th of 60 articles i.e., ¾ * 60 = 45 articles at Rs. 75 each and the rest i.e., 60 – 45 = 15 articles at Rs. 100 each.
So,
S.P. of 45 articles = 45 * 75 = Rs. 3375
S.P. of 15 articles = 15 * 100 = Rs. 1500
∴ Total S.P. of 60 article = Rs. 3375 + Rs. 1500 = Rs. 4875
Step 3:
Since the S. P. of 60 articles is more than the C.P. of 60 articles so, Chhavi will make a profit.
Thus,
Her gain per cent is,
= \frac{S.P. - C.P.}{C.P.} * 100
C.P.
S.P.−C.P.
∗100
= \frac{4875-4800}{4800} * 100
4800
4875−4800
∗100
= \frac{75}{4800} * 100
4800
75
∗100
= 1.56%
≈ 2 %
Answer:
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Step-by-step explanation:
If pammy sold 3/4th of 60 articles at 75 each and rest at 100 each and she bought all the 60 at 80 each then her gain is 2%.
Step-by-step explanation:
Step 1:
Cost of each article = Rs. 80
∴ Cost of 60 articles = 60 * 80 = Rs. 4800
Step 2:
It is given that she sold 3/4th of 60 articles i.e., ¾ * 60 = 45 articles at Rs. 75 each and the rest i.e., 60 – 45 = 15 articles at Rs. 100 each.
So,
S.P. of 45 articles = 45 * 75 = Rs. 3375
S.P. of 15 articles = 15 * 100 = Rs. 1500
∴ Total S.P. of 60 article = Rs. 3375 + Rs. 1500 = Rs. 4875
Step 3:
Since the S. P. of 60 articles is more than the C.P. of 60 articles so, Chhavi will make a profit.
Thus,
Her gain per cent is,
= SP - CP/CP * 100
= 4875 - 4800/4800 * 100
= 75/4800 * 100
= 1.56%
≈ 2 %