Logically problem
amit pachauri (student) (24 Points)
15 April 2015amit pachauri (student) (24 Points)
15 April 2015
CA Raj Doshi
(Practising CA)
(8723 Points)
Replied 16 April 2015
ashok bhatt
(ca student)
(89 Points)
Replied 16 April 2015
this is a great confusion for me too kindly tell in a simple form as if profit on sales is 25 percent what should br the cost price and vice versa
Nitish Agrawal
(CA)
(810 Points)
Replied 16 April 2015
Anubhav
(Student)
(589 Points)
Replied 16 April 2015
Pardon me if I did not understand your query but if you are having problem in ratio structure, look at it this way,
Sell price = Cost + Profit
Cost =100
Profit = 33
So Sales Value will be 133
Now in this 133, Cost part is 100/133 and profit part is 33/133
The percentage value of profit from 33.33% to 25% changes because of change in the main value on which it is based.
Profit remains same in value but changes when percentage values are concerned
so Profit = 33/100 i.e.33%while you calculate it on cost and it is 33/133 i.e. 25% when you calculate it on Sales.
You can also use equation to derive the same thing,
Say Let us say Cost is x
then profit will be .33x,
now sales value = x + .33x
Thus sales value is 1.33 x that is 1.33 times of x
Now out of this 1.33x, .33 x is profit so by dividing
.33x by 1.33x you will get 25%
Using this in an example,
Say Cost is Rs.8 and profit is Rs.2
So sales value is Rs.10 (Since Cost + profit = Sell Price)
Now profit is 2/8 i.e. 25 % of Cost but it is
2/10 i.e. 20% of Sales.
what if profit on sales is given, then how to find profit on sales
Say profit on sales is 10 % & you have to find profit on cost then
sales = cost + profit
100% = x + 10/100 and cost is remaining part of 100 i.e. 90/100.
These are alternative methods to understand one single thing and must be practised one by one to get a grasp on logic.
ashok bhatt
(ca student)
(89 Points)
Replied 17 April 2015
DEAR ANUBHA, LET ME FIRST THANK YOU FOR YOUR INITIATIVE TO GET ME OUT OF THIS CONFUSION.
COULD YOU KINDLY SEND ME SOME EXAMPLES ABOUT MATERIAL MANAGMENT IN OUR COSTIN SUBJECT THANKS
Anubhav
(Student)
(589 Points)
Replied 18 April 2015
Naveen
(nil)
(21 Points)
Replied 19 April 2015
Profit on 33.33% on cost means cost should taken as 100 that is
Cost - 100
Profit – 33.33 (1/3)
Sales - 133.33 (1/4)
That means 33.33% = 1/3 on cost (33.33/100) is 25% = 1/4 on sales (33.33/133.33)
Further example Cost - Rs 500 = 100%
Profit – Rs 166.65 = 33.33%
Sales – Rs 666.665 = 133.33%
166.65 profit * 133.33% = Sales 166.65 profit * 100 = cost
On 33.33% 33.33%
Suppose it says 33.33 on sales, sales should be taken as 100
Sales - 100%
Profit - 33.33%
Cost - 66.66%
Here 33.33% =1/3 on sales (33.33/100) is 66.66% = 2/3 on cost
sumit dave
(noen)
(43 Points)
Replied 26 April 2015
Srinidhi Idamakanti
(9 Points)
Replied 21 June 2021
To prove,
When Gross profit is 33⅓% on cost, it is equal to 25% on sales
We know that,
Sales = cost + profit
Let us assume, cost =100
Therefore, profit = 33⅓% of cost i.e 33.33
Hence, sales = 100 +33.33
Sales= 133.33
here , profit =33.33
Hence, % of profit on sales = 33.33/133.33×100
=25%
Therefore, % of profit on sales is 25% when, % of profit on cost is 33⅓%
Srinidhi Idamakanti
(9 Points)
Replied 21 June 2021
To prove,
When Gross profit is 33⅓% on cost, it is equal to 25% on sales
We know that, Sales = cost + profit
Let us assume, cost =100
Therefore, profit = 33⅓% of cost i.e 33.33
Then, sales = 100 +33.33
Sales= 133.33
here , profit =33.33
Hence, % of profit on sales = 33.33/133.33×100 =25%
Therefore, % of profit on sales is 25% when, % of profit on cost is 33⅓%
Read more at: https://www.caclubindia.com/forum/logically-problem-325303.asp?offset=1#reply
Aditi Dhavan
(2 Points)
Replied 24 March 2022
The logic is very simple,
Suppose profit is 33.33% i.e 1/3 on cost(1) ,
We equate the Total price as: 1 + 1/3 = 4/3
Now, arithmetically we calculate GP margin: 1/3 upon 4/3 = 1/4 i.e 25%
Hence, 1/3 on cost is equivalent to 1/4 on sales and so on.
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