if cp of 12 equal to sp of 10 items and Sp is 60 rupees. find the profit or loss percent
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Answered by
29
Solutions :-
Given :
C.P of 12 equal to S.P of 10 items.
S.P = Rs 60
Therefore,
C.P is also Rs 60
So,
Selling price of 12 items = Rs 60
Selling price of 1 item = Rs 60/12 = Rs 5
Cost Price of 10 items = Rs 60
Cost Price of 1 item = Rs 60/10 = Rs 6
Cost Price is greater than the Selling price. Therefore, Loss.
Loss = C.P - S.P
= Rs (6 - 5)
= Rs 1
Loss = (loss × 100)/C.P %
= (1 × 100)/6 %
= 100/6 %
= 16.66 % approx.
Hence,
Loss percent = 16.66 %
Given :
C.P of 12 equal to S.P of 10 items.
S.P = Rs 60
Therefore,
C.P is also Rs 60
So,
Selling price of 12 items = Rs 60
Selling price of 1 item = Rs 60/12 = Rs 5
Cost Price of 10 items = Rs 60
Cost Price of 1 item = Rs 60/10 = Rs 6
Cost Price is greater than the Selling price. Therefore, Loss.
Loss = C.P - S.P
= Rs (6 - 5)
= Rs 1
Loss = (loss × 100)/C.P %
= (1 × 100)/6 %
= 100/6 %
= 16.66 % approx.
Hence,
Loss percent = 16.66 %
Answered by
1
HEY MATE HERE IS YOUR ANSWER
Some of the abbreviations used in this question are :-
CP = cost price
SP = selling price
L = loss
P = profit
Solution :-
Given :-
CP of 12 equal to SP of 10
SP = ₹60
So,
CP is also ₹ 60
Therefore,
SP of 12 items = 60
SP of 1 item =60 / 12 = ₹5
CP of 10 items = 60
CP of 1 item = 60/10 = ₹6
CP is greater there loss is
L = (S. P - C. P)
L = ( 6 - 5)
➡️ L = ₹1
To find :- Loss %
L = (L × 100)/ CP%
➡️ (1 × 100) / 6%
➡️ 16.6 % (approx)
Therefore,
Loss percent = 16.6 % (approx)
Hope it will help you
@thanksforquestion
@bebrainly
Some of the abbreviations used in this question are :-
CP = cost price
SP = selling price
L = loss
P = profit
Solution :-
Given :-
CP of 12 equal to SP of 10
SP = ₹60
So,
CP is also ₹ 60
Therefore,
SP of 12 items = 60
SP of 1 item =60 / 12 = ₹5
CP of 10 items = 60
CP of 1 item = 60/10 = ₹6
CP is greater there loss is
L = (S. P - C. P)
L = ( 6 - 5)
➡️ L = ₹1
To find :- Loss %
L = (L × 100)/ CP%
➡️ (1 × 100) / 6%
➡️ 16.6 % (approx)
Therefore,
Loss percent = 16.6 % (approx)
Hope it will help you
@thanksforquestion
@bebrainly
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