a table was sold for $900 at a loss of 25% .if the same table was sold for$950.what would have been the profit or loss percent
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HEY Buddy.....!! here is ur answer
Given that... A table was sold for $900 at a loss of 25%.
So, here S.P. = $900 and Loss% = 25%
Then C.P. = 900×100/(100–25)
=> C.P. = 900×100/75
=> C.P. = 1200
So, the C.P of table was $1200
Now, if the same table was sold for$950 then the loss = 1200 – 950 = $250
and Loss% = (250/1200)×100
=> loss% = 20 10/12
=> loss% = 20 5/6 %
or loss% = 20.83%
I hope it will be helpful for you..!!
THANK YOU ✌️✌️
Given that... A table was sold for $900 at a loss of 25%.
So, here S.P. = $900 and Loss% = 25%
Then C.P. = 900×100/(100–25)
=> C.P. = 900×100/75
=> C.P. = 1200
So, the C.P of table was $1200
Now, if the same table was sold for$950 then the loss = 1200 – 950 = $250
and Loss% = (250/1200)×100
=> loss% = 20 10/12
=> loss% = 20 5/6 %
or loss% = 20.83%
I hope it will be helpful for you..!!
THANK YOU ✌️✌️
Answered by
2
Solutions :-
Given :
Selling price of table = $ 900
Loss = 25%
Find the cost price of table :-
C.P = (S.P × 100)/(100 - loss)
= $ (900 × 100)/(100 - 25)
= $ 90000/75
= $ 1200
Now, we have
Cost Price = $ 1200
Selling price = $ 950
Cost Price is greater than the Cost price. Therefore, Loss.
Loss = C.P - S.P
= $ (1200 - 950)
= $ 250
Loss % = (loss × 100)/C.P %
= (250 × 100)/1200 %
= 25000/1200 %
= 20.83 % approx.
Hence,
Loss percent = 20.83%
Given :
Selling price of table = $ 900
Loss = 25%
Find the cost price of table :-
C.P = (S.P × 100)/(100 - loss)
= $ (900 × 100)/(100 - 25)
= $ 90000/75
= $ 1200
Now, we have
Cost Price = $ 1200
Selling price = $ 950
Cost Price is greater than the Cost price. Therefore, Loss.
Loss = C.P - S.P
= $ (1200 - 950)
= $ 250
Loss % = (loss × 100)/C.P %
= (250 × 100)/1200 %
= 25000/1200 %
= 20.83 % approx.
Hence,
Loss percent = 20.83%
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