Worksheet on Calculating Selling Price has got numerous problems for determining the Selling Price given the other Parameters like Cost Price, Profi, Gain%, Loss, Loss%, etc. Referring to the Finding Selling Price Worksheet you can get to know the formulas of selling price along with the entire problem-solving approach. 6th Grade Math Students can avail these Printable Math Selling Price Worksheets for free and learn the concept in a fun and engaging way. Use them as a part of your preparation regarding the concept and be aware of the topic completely.
Read More:
- Worksheet on Cost Price and Selling Price
- Worksheet on Discount Percent
- Worksheet on Profit or Loss Percent
Calculating Selling Price Worksheets with Solutions
I. An item bought for Rs 870 is sold at a profit of 20%. Find its selling price.
Solution:
Given,
An item bought for=Rs 870
An item is sold at a profit=20%
we know that Selling price= {(100 + Gain %)/100} x CP
={(100+20)/100} x 870
={120/100} x 870
=6/5 x 870
=1044
Hence, The selling price of an item is Rs 1044.
II. A seller sells a fridge at a cost price of Rs 30000 with a profit of 20%. Calculate the price at which the customer will purchase it. And also, find profit earned by the shopkeeper.
Solution:
Given,
C.P of the fridge = Rs 30000
Profit % = 20%
Profit = C.P x profit %
Profit = 30000 X 20/100
Profit = Rs 6,000
Selling price = Profit + C.P
= Rs 6000 + Rs 30,000 = Rs 36,000
So, the amount payable by the customer to the seller = Rs 36,000.
III. Find the selling price if a profit of 10% is made on
i) A Scooty of Rs 65000 with Rs 1000 as transportation charges
ii) A bicycle of Rs 8000 with Rs 500 as overhead charges
Solution:
i) Cost of Scooty=Rs 65000
Transportation charges=Rs 1000
Total cost price of Scooty=Rs 65000 + Rs 1000
=66000
Profit=10%
We know that Selling price= [(100 + profit %) / 100] ⋅ Cost price
=[ (100 + 10) / 100 ] ⋅ 66000
=[(110)/100].66000
=(110/100).66000
=72600
Hence the selling price of the scooty is 72600.
ii) Cost of bicycle = Rs 8000
Overhead charges = Rs500
Total cost price of bicycle = 8000 + 500 = 8500
Profit = 10%
Selling price = [(100 + profit %) / 100] ⋅ Cost price
= [ (100 + 10) / 100 ] ⋅ 8500
= (110/100) ⋅ 8500
= 9350
Hence the selling price of the bicycle is 9350.
IV. A fruit seller bought Sweet limes at Rs60 per dozen and sold them at a loss of 8 percent. How much will a customer pay for:
(i) one Sweet lime
(ii) 30 Sweet limes
Solution:
Given
The cost price of Sweet limes per dozen=Rs 60
Loss=8%
The customer has to pay for one sweet lime= 60/12=Rs 5
SP = {(100 – Loss %)/100} x CP
={(100-8)/100} x 5
=92/100 x 5
=4.6
i)Now the customer will pay Rs 4.6 per sweet lime.
ii)The Customer has to pay for 30 sweet limes=30 x 4.6=Rs 138
V. By selling Radio for Rs 800 a loss of Rs100 is suffered. Find its cost price. Also, find the price at which this Radio be sold in order to gain 16%?
Solution:
Given,
S.P of Radio=Rs 800
loss=Rs100
so C.P =700
so The selling price of Radio to gain 16% is=[(100 + profit %) / 100] ⋅ Cost price
= [ (100 + 16) / 100 ] ⋅ 700
=116/100 x 700
=Rs 812
Hence, Radio has to be sold Rs 812.
VI. Apples are bought at 8 for Rs 160. If they are sold at 20 percent profit. Find:
(i) selling price of each apple
(ii) S.P. of 8 apples
Solution:
Given,
The cost price of 8 apples=Rs 160
Gain=20%
The selling price of 8 apples=[(100 + profit %) / 100] ⋅ Cost price
=[(100+20)/100]. 160
=120/100 . 160
=6/5.160
=Rs 192
i) The selling price of 1 apple=Rs 192/8=24
ii) Selling price of 8 apples=8 x 24=192
VII. A Clock is bought for Rs1500 and is sold at a loss of 10%. Find its selling price?
Solution:
Given,
The cost price of the clock=Rs 1500
Loss=10%
We know that Selling price={(100 – Loss %)/100} x CP
={(100-10)/100} x 1500
=90/100 x 1500
=9/10 x 1500
=Rs 1350
Hence, the selling price of a clock is Rs 1350.
VIII. A dealer losses 30% if the plot is sold at the price of Rs 25000. At what price he has to sell it to gain 40%?
Solution:
Given,
A plot is sold at the price=Rs 25000
loss=30%
Let the cost price be x.
We know that selling price= cost price – loss
25000=x-x.30/100
=x-x.3/10
=7x/10
x=25000 x 10/7
=35714.28
Now gain=40%
S.p=costprice+ profit
=35714.28+35714.28 x 40/100
=35714.28+35714.28 x2/5
=35714.28+14285.71
=49999.99
Therefore, He should sell Rs 49999.99 to gain 40%.
Ix. Rajesh and Anand together invested 124000 rupees in the ratio 4:5 and bought a plot of land. After some years they sold it at a profit of 30%. What is the profit each of them got?
Solution:
Given,
Rajesh and Anand together invested= 124000 rupees
Let Rajesh invested be 4x.
Let Anand invested be 5x.
4x+5x=Rs 124000
9x=124000
x=124000/9
=13777.77
Rajesh’s share=4x=4(13777.77)=55111.08
Anand Share=5x=5(13777.77)=68888.85
Rajesh’s Profit=30/100 x 55111.08=16533.32
Anand’s Profit=30/100 x 68888.85=20666.65.
Hence, Rajesh and Anand got a profit of Rs 16533.32, 20666.65.
x. Find the selling price of an article,
I) If its cost price =Rs 650, gain=25%
II) If its cost price=Rs 400,Loss=15%
Solution:
I) Given,
Cost price=Rs 650,
gain=25%
We know that selling price=[(100 + profit %) / 100] ⋅ Cost price
=[(100+25)/100]. 650
=[(125)/100].650
=812.5
Hence, the selling price of an article is Rs 812.5.
II) Given,
Cost price=Rs 400, Loss=15%
We know that selling price=[(100 -Loss%) / 100] ⋅ Cost price
=[(100-15)/100]. 400
=85/100 .400
=340
Hence, the selling price of an article is Rs 340.