Avendor buys bananas at 12
at sell at 9 for rupee. Find its gain
on loss perctnge
Answers
Answer:
If a vendor buys bananas at 12 for Rs 13 and sells at 13 for Rs 12. What will be the result?
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Cost price of each banana (CP) = 13/12
Selling price of each banana (SP) = 12/13
Profit on each banana (P) = SP - CP
i.e. P = 12/13 - 13/12
i.e. P = (144 - 169)/156
i.e. P = -25/156
Since the profit is negative, vendor is actually including loss (L) = 25/156 or ~0.16p on each banana.
Percentage of loss can be given by (p) = L/CP * 100
i.e. p = (25/156)/(13/12) * 100
i.e. p = 25*12*100/(156*13)
i.e. p = 2500/169
i.e. p = 14.79%
So, the vendor makes a loss of approximately 16 paise on each banana or 14.79%.
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Cost price per banana is 12/13 and sale amt per banana is 13/12. So profit is 13/12–12/13=169–144/156=25/156 so % profit is (25/156)*100/(12/13)=(25*13)*100/(12*156)=325*100/1872=17.36%. So there is profit of 17.36% in the deal.
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Let the vendor buys x bananas.
Cost price of x bananas = 13/12 * x
Sell price of x bananas = 12/13 * x
Loss = 13x/12 - 12x/13 = 25x/156.
Loss %age = 100 * (25x/156)/(13x/12) = 2500/169 = 14.79 = 14.8
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Answer:
C.P =12
S.P =9
Step-by-step explanation:
loss =cp - sp
= 12 - 9
= 3
loss ( percentage %) ) =
Formula = 100 × loss
cp
=. 100×3
12
= 25 is the answer