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Profit And Loss

Aptitude ➤ Profit And Loss ➤ 1

1. Cost Price: The price at which an article is purchased, is called its cost price , abbreviated as C.P.

2. Selling Price: The price at which an article is sold, is called its selling price, abbreviated as S.P.

3. Profit Or Gain: If S.P. is greater than C.P., the seller is said to have a profit or Gain.

4. Loss: If S.P. is less than C.P., the seller is said to have incurred a loss.

5. Formulae:

i) Gain = SP - CP
ii) Loss = CP - SP
iii) Loss or Gain is always reckoned on CP.
iv) Gain % = (Gain X 100)/CP
v) Loss % = (Loss X 100)/CP
vi) SP = [(100+Gain%)/100] X CP
vii) SP = [(100-Loss%)/100] X CP
viii) CP = [100/(100+Gain%)] X SP
ix) CP = [100/(100-Loss%)] X SP
x) If an article is sold at a gain of say , 35 % , then SP = 135 % of CP
xi) If an article is sold at a loss of say , 35 % , then SP = 65 % of CP
xii) When a person sells two similar items , one at a gain of say , x % , and the other at a loss of x % , then the seller always incurs a loss given by :

Loss % = [(Common loss or gain %)/10]2
               = (x/10)2

xiii) If a trader professes to sell his goods at cost price , but uses false waits, then

Gain % = [Error/(True Value - Error)] X 100 %

Question 21
Q21.  Two toys are sold at Rs. 504 each. One toy brings the dealer a gain of 12% and the other a loss of 4%. The gain or loss per cent by selling both the toys is
Question 22
Q22.  A dealer sold a bicycle at a profit of 10%. Had he bought the bicycle at 10% less price and sold it at a price Rs. 60 more, he would have gained 25%. The cost price of the bicycle was :
Question 23
Q23.  Mohan bought 25 books for Rs 2000 and sold them at a profit equal to the selling price of 5 books. The selling price of 1 book.
Question 24
Q24.  If the ratio of cost price and the selling price is 5 : 6, the gain percent is
Question 25
Q25.  The ratio, in which tea costing Rs 192 per kg is to be mixed with tea costing Rs 150 per kg. So that the mixed tea, when sold for Rs 194.40 per kg, gives a profit of 20% is :
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