Some basic formulas to calculate Profit and Loss
Definitions
Cost Price(C.P): The price at which an article is
purchased, is called its cost price.
Selling Price (S.P):The price at which an article is
sold, is called its Selling price.
Profit/Gain: If S.P is greater than C.P., seller is said to
have a profit or gain.
Loss: If S.P is less than C.P., the seller is said to have
loss.
Formulas
Gain=(S.P)-(C.P)
Loss= (C.P)-(S.P)
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
 

PC
Gain
Gain
.
100
% 




 

PC
Loss
Loss
.
100
%
 
PC
Gain
PS .
100
%100
. 


 
PC
Loss
PS .
100
%100
. 


When a person sells two similar items, one at a gain of
x%, and the other at a loss of x%, then the seller always
incurs a loss given by
 
PS
Gain
PC .
%100
100
. 


 
PS
Gain
PC .
%100
100
. 


22
1010
%
% 
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xandGainCommonLoss
Loss
If a trader professes to sell his goods at cost price, but
uses false weights, then
Basic understanding of Profit and Loss is helpful to solve
math homework problems easily.
   
%100% 
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ErrorTrueValue
Error
Gain
Profit and loss formulas

Profit and loss formulas

  • 1.
    Some basic formulasto calculate Profit and Loss
  • 2.
    Definitions Cost Price(C.P): Theprice at which an article is purchased, is called its cost price. Selling Price (S.P):The price at which an article is sold, is called its Selling price. Profit/Gain: If S.P is greater than C.P., seller is said to have a profit or gain. Loss: If S.P is less than C.P., the seller is said to have loss.
  • 3.
    Formulas Gain=(S.P)-(C.P) Loss= (C.P)-(S.P)         PC Gain Gain . 100 %        PC Loss Loss . 100 %   PC Gain PS . 100 %100 .      PC Loss PS . 100 %100 .   
  • 4.
    When a personsells two similar items, one at a gain of x%, and the other at a loss of x%, then the seller always incurs a loss given by   PS Gain PC . %100 100 .      PS Gain PC . %100 100 .    22 1010 % %              xandGainCommonLoss Loss
  • 5.
    If a traderprofesses to sell his goods at cost price, but uses false weights, then Basic understanding of Profit and Loss is helpful to solve math homework problems easily.     %100%          ErrorTrueValue Error Gain