Q 1: A shopkeeper allows his customers 10% off on the marked price of goods ans still gets a profit of 25%. What is the actual cost to him on an article
marked rs. 250
Q 2: If a shopkeeper marks the price of goods 50% more than their C.P and allows a discount of 40%. What is his gain or loss percent?
Q 3: A trader allows two successive discounts of 10% and 5%. If the M.P of an article is rs.300, find his net S.P.
Q 4: Which offer as better , two successive discounts of 10% and 8% or a single discount of 18%.
Q 5 : A scooter dealer allows a discount of 16% on the marked price.However . he still makes a profit of 20% on the C.P . Find the profit percent he would have made, had he sold the scooter at the M.P.
please do help me frnds its urgent and is to br submitted by tomorrow itself. and plzz show the procedure
Answers
Answered by
3
mp= marked price
sp= selling price
cp=cost price
p= profit
loss= loss
p%=profit %
discont= d
etc shortfoms in following sums.
2 ans) let us take cp as 100 rs, then
the profit=50/100 x 100 = 50
then mp = cp+ p= 100+ 50= 150
discount =40/100 x 150 = 60 rs
sp= mp - discount = 150-60= 90
loss= cp-sp = 100-90 = 10
loss %= loss/cpx100= 10/100x 100 = 10%
3 ans)d=10/100 x 300 = 30
sp= 300- 30= 270
d = 5/100 x 270 = 13.5
sp= 270- 13.5 = 256.5 rs
sp= selling price
cp=cost price
p= profit
loss= loss
p%=profit %
discont= d
etc shortfoms in following sums.
2 ans) let us take cp as 100 rs, then
the profit=50/100 x 100 = 50
then mp = cp+ p= 100+ 50= 150
discount =40/100 x 150 = 60 rs
sp= mp - discount = 150-60= 90
loss= cp-sp = 100-90 = 10
loss %= loss/cpx100= 10/100x 100 = 10%
3 ans)d=10/100 x 300 = 30
sp= 300- 30= 270
d = 5/100 x 270 = 13.5
sp= 270- 13.5 = 256.5 rs
Anonymous:
thnx nd 2 more sums left\
Answered by
1
1. MP = 250 SP = MP * (100-10)/100 = 225
SP = CP ( 100 + profit%) / 100
CP = 225 * 100 / 125 = ....
2. MP = CP * (100+50)/100 = 3 /2 * CP
SP = (3/2 CP) * (100 - 40)/100 = 9 CP /100
Loss = (SP - CP)/CP * 100 = 10%
3.
successive discount of x% and y% means a total discount = (x + y - (xy/100) )%
Or, the SP = MP * (100-x)/100 * (100 - y) /100
SP = 300 (100-10)/100 * (100 - 5)/100 = 27 * 95 /10
4. net discount of two successive disocunts - 10 + 8 - (10*8/100) = 17.2 %
single offer of 18% is better
5. SP = MP (100 - 16)/100 = 0.84 MP
SP = CP ( 100 + 20)/100 = 0.84 MP
CP = 84/120 * MP
MP = 120/84 * CP
Profit if sold at MP : [ 120/84*CP - CP ] / CP * 100
= 3600 / 84 %
SP = CP ( 100 + profit%) / 100
CP = 225 * 100 / 125 = ....
2. MP = CP * (100+50)/100 = 3 /2 * CP
SP = (3/2 CP) * (100 - 40)/100 = 9 CP /100
Loss = (SP - CP)/CP * 100 = 10%
3.
successive discount of x% and y% means a total discount = (x + y - (xy/100) )%
Or, the SP = MP * (100-x)/100 * (100 - y) /100
SP = 300 (100-10)/100 * (100 - 5)/100 = 27 * 95 /10
4. net discount of two successive disocunts - 10 + 8 - (10*8/100) = 17.2 %
single offer of 18% is better
5. SP = MP (100 - 16)/100 = 0.84 MP
SP = CP ( 100 + 20)/100 = 0.84 MP
CP = 84/120 * MP
MP = 120/84 * CP
Profit if sold at MP : [ 120/84*CP - CP ] / CP * 100
= 3600 / 84 %
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