Description : A seller mixes 52 kg of ragi at Rs. 40 per kg with 60 kg of ragi of other variety at Rs.72per kg and sells the mixture at Rs.60 per kg. His profit percent is:
Last Answer : C.P. of 112 kg rice = Rs. (52x 40 + 60 x 72) = Rs. (2080+4320) = Rs. 6400. S.P. of 112 kg rice = Rs. (112 x 60) = Rs. 6720 Gain=320 Gain %= 320*100/6400 Gain %=5
Description : A seller mixes 30% water to milk and then he sells the whole mixture at the price of milk. If the cost price of water be 50% of the cost price of milk, what is the net profit percentage?
Last Answer : Let CP of 1litre of milk = Rs.200 & CP of 1litre of water = Rs. 100 CP of solution=140+30=170 Sp of 1litre solution= 200 Profit%= (200-170)*100/170 = 17.64%
Description : Kannan sells laddu at Rs.30 per kg. A laddu is made up of flour and sugar in the ratio of 5:3. The ratio of price of sugar and flour is 7:3 (per kg). Thus, he earns 67% profit. What is the cost price of sugar?
Last Answer : Since, the profit is 67, so the selling price will be 167% of the cost price ∴Ratio of selling price to cost price will be 5:3 ∴Cost price of laddu =30*3/5 = 18 Let cost of flour and sugar is 3s and 7s respectively ... )/8=18 15s+21s=144 36s=144 s = 4 ∴Price of sugar = 7s = 7 4 = Rs. 28
Description : Reshma purchased 120 chairs at price of Rs. 110 per chair. He sold 30 chairsat a profit of Rs. 12 per chair and 75 chairs at profit of Rs. 14 per chairs. The remaining chairs were sold at a loss of Rs. 7 per chairs ... the average profit per table? A. Rs 10.56 B. Rs 10.87 C. Rs 12.123 D. Rs 12.67
Last Answer : Answer – B (Rs 10.875) Explanation – Total C.P = Rs. (120 x 110) =Rs. 13200. Total S.P = Rs.[(30 x 110 + 30 x 12) + (75 x 110 + 75 x 14) + (15 x 110 – 15 x 7) =Rs..14505 Average profit = Rs. (14505 – 13200) /120 = Rs. 1305/120= 10.875
Description : Fresh grapes contains 80% of water by weight, where as dry grapes contains 50% of water by weight. Yamini buys 100kg of fresh grapes for a total price of Rs. 300. At what price should she sell the dry grapes (fresh grapes are dried up) to earn 80%profit?
Last Answer : In fresh grapes ratio of water to grapes is 80:20= 4:1 In dry grapes ratio is = 50:50 =1:1 Weight of grapes is = 100*[1/5]= 20kg Weight of dry grapes = 20*2 =40 kg Required amount is = 300*100[180/100]/40 = Rs. 1350
Description : A noodles merchant buys two varieties of noodles the price of the first being twice that of the second. He sells the mixture at Rs 17.50 per kilogram thereby making a profit of 25% . If the ratio of the amounts of the first noodles ... , Rs 10 B) Rs 24, Rs 12 C) Rs 16, Rs 8 D) Rs 26, Rs 13 E) NONE
Last Answer : Answer: A
Description : A merchant claims to sell goods at his cost price. But by using false weights, he give only 600 gm of goods for every 1 kg that he buys.What is his profit percentage? a)40% b)100% c)60% d)66 2/3%
Last Answer : d)66 2/3%
Description : A vendor bought 35kg of wheat at the rate of Rs 50per kg. He sold 45%of the total quantity at the rate of Rs55 per kg. Approximately, at what price per kg should he sell the remaining quantity to make 40%overall profit?
Last Answer : CP of wheat=35*50=Rs.1750 45 of 35kg=45/100*35=15.75kg SP of 15.75kg=15.75of55=Rs.866.25 For 40%profit, total Sp of all the wheat is 1750*140/100=Rs.2450 Remaining sugar(35-15.75)=19.25kg Rate of remaining sugar per kg=2450-866.25/19.25 = Rs.82.27
Description : Kabi buys wheat at Rs. 15/kg and puts a price tag on it so as to earn a profit of 10%. However, his faulty balance shows 1000 gm when it is actually 900 gm. What is his actual gain percentage?
Last Answer : CP of 1000gm = Rs. 15 SP of 900gm = Rs. 16.5 SP of 1000gm =16.5x1000/900 = Rs. 18 Now take 1000gm as reference to calculate profit. Profit=SP-CP=18-15=Rs. 3 Profit % = 3x100/15 = 20%
Description : Sridevi sells an article at a profit of 50%. If she had bought it at 40% less and sold it for Rs.21.50 less, She would have gained 60%. Find the cost price of the article.
Last Answer : 1st selling price=150% of x = 150x/100 = 15x/10 New Cost price=60% of x = 60x/100 = 6x/10 2nd selling price = 160% of 6x/10 = 160/100 * 6x/10 = 96x/100 Therefore 15x/10 – 96x/100 = Rs.21.50 X=Rs.39.81 Therefore cost price of the article = Rs.40 (approx.)
Description : A retailer buys 40 pens at the marked price of 36 pens from a wholesaler. If he sells these pens giving a discount of 1%, what is the profit percent? A. 10% B. 22% C. 25% D. 26%
Last Answer : Answer – A (10%) Explanation – Let the marked price of each pen be Re. 1. Then, C.P. of 40 pens = Rs. 36. S.P. of 40 pens = 99% of Rs. 40 = Rs. 39.60. ∴ Profit% = [3.60/36 x 100]% = 10%.
Description : Nivetha buys a tape recorder for Rs.450. His overhead expenses are Rs.30 she sells the tape recorder for Rs.600. The profit percent of nivetha is
Last Answer : Cost price + profit = selling price Cost price = 450 + 30= 480 Profit=sp-cp =600-480 =120 Profit%= 120/480*100 X = 12000/480 X = 25 %.
Description : By selling a mobile at 52% discount, a seller incurs a loss of 8%. The marked price of the product is 18000 Rs. At what percent discount the seller should sell the mobile so as to have a profit of 33%.
Last Answer : Since, Marked Price = 18000 Therefore, Selling Price = 18000*0.48 = 8640 Loss of 8% is there Therefore, Cost price = 8640/0.92 = 9391.30Rs To have profit of 33% The Selling Price should be = 9391. ... should be 18000 - 12490.42 = 5509.58Rs Discount% should be [5509.58/18000]*100 = 30.60 ≈ 31%.
Description : A shopkeeper sells a cricket bat whose marked price is Rs.60 at a discount of 20% and gives a ball costing Rs.3 free with each bat. Even then he makes a profit of 25%. His cost per bat is.
Last Answer : Marked price = Rs.60 Selling price = Rs [(80/100 * 60) – 3] = Rs.45 Let cost price brRs ‘x’. Then 125% of x = 45 (125/100 * x) = 45 Cost price of one bat = Rs.36
Description : Sasi is a badham merchant in kerala. He has badham in sealed wooden boxes of 15kg each. The price of the badham increases by Rs.30 per kg for every year, but at the same time, 10% of the badham are ... if he sells a sealed box after one year of storage, rather than selling it fresh ?( In Rs.)
Last Answer : Price of 1kg fresh batham= Rs.240 Therefore, price of 15kg = Rs.15*240= 3600 10% of 15kg which eaten by rodents = 10 x 15/100 = 1.5kg. So, End of Year he had 15kg - 1.5kg = 13.5kg So, ... box with badham for Rs.3600 and sell that for Rs. 3645 So, profit = 3645-3600= Rs.45 more money he get.
Description : Kumar buys a car marked price at Rs 500000 with 35% and 30% off. He spends Rs 75000 for maintenance sell it for Rs 500000 What is the gain or loss percentage?
Last Answer : Total CP= (65%0f 70%of 500000)+75000 =0.65*0.7*500000+75000 CP=Rs 302500 SP=Rs5,00,000 gain%=(500000-302500)/302500*100 =65.28%
Description : A seller sold a cloth for Rs. 720 after giving 20% discount on the labelled price. Had he not given the discount, he would have earned a profit of 40% on the CP. what was the Cp of the cloth?
Last Answer : Let CP= x Sp of each cloth =80/100*x =720 x= 720*100/80 =900 CP= 900* 100/140 =Rs 643.
Description : A trader wants to sell a watch at 25% profit. If its cost price was Rs.x more, an extra profit of Rs.50 would be made on it. find x(in Rs.) a)100 b)125 c)150 d)200
Last Answer : d)200
Description : A marked price of a Chair is Rs 480. The seller offered the discount of 25% and gain 50%. If no discount is allowed, find his gain percentage?
Last Answer : MP= Rs. 480,discount= 25% SP= 480*75/100 = 360 CP= 360* 100/150= 240 Required %= (480-240)/240*100 = 100%
Description : Reeta buys an old cycle for Rs.2500 and spends Rs.300 on its repairs. If he sells the cycle for Rs.3200, his gain percent is?
Last Answer : Profit Percentage = Profit / cost price x 100 Cost price = 2500+300 = 2800 Profit = sp-cp =3200-2800=> 400 Profit percentage = 400 / 2800 x 100 = 14.28%
Description : Rahim is dealer of magnetic components. He imports the components from Russia. Rahim sells a radio valve at profit of 20%. If he bought it at 20% less and sold it for Rs 5 less than the previous selling price, he would have gained 25%. Find the cost price?
Last Answer : 25
Description : Francis sold his pen at a profit of Rs.5. He calculated his profit percentage on his selling price and found it to be 50%. Find his profit percentage? a)100% b)150% c)200% d)250%
Last Answer : a)100%
Description : A shopkeeper announced 35% discount on an item. A customer bought the item from the shop for Rs. 21000 after getting discount. That person sells the item to another person in such a way that he earned a profit of 32% on the original price. What is the selling price for the another person?
Last Answer : Let original price=x X*65/100=21000 X=21000*100/65=32307.6Rs. SP=32307.6*132/100=Rs.42646.15
Description : The profit made by David in selling his calculator for Rs.400 would be the same as the loss he would have made in selling it at a 25% loss. If he sold his calculator after offering a discount of Rs.100, find the percentage at which he marked it above the cost price. a)56.25% b)62.5% c)60% d)50%
Last Answer : a)56.25%
Description : A shopkeeper marked a suit at Rs.400. He sold it after allowing a discount, and still made at a profit of 25%. At what percentage above its cost price did he marked the suit, if he sold it for Rs.320? a)50% b)66 2/3% c)62 1/2% d)56 1/4%
Last Answer : d)56 1/4%
Description : Swetha purchased 160kg of ragi at Rs.27 per kg and mixed it with 240kg ragi at Rs.32 per kg. At what rate should she sell the mixture to gain 32% profit?
Last Answer : Cost price of 400kg of mixture = Rs(160 * 27 = 240 *32) = Rs12000 Selling price = 132% of Rs 12000 = 132/100 * 12000 = 15,840 Rate of selling price of the mixture = Rs 15840/400 = Rs.39.60 per kg
Description : Selva purchased 60 chairs at a price of Rs. 55 per chair. He sold 15 chairs at a profit of Rs. 6 per chair and 37 chair at a profit of Rs. 7 per chair. The remaining chairs were sold at a loss of RS.3 per chair. What is the average profit per chair?
Last Answer : Total cost price = Rs(60*55) = Rs.3300 Total selling price = Rs [(15*55 + 15 * 6)+(37*55+37*7)+(8*55 - 8*30)] = Rs. [ 915 + 2294 + 416] = Rs.3625 Average profit = Rs[3625 – 3300/60] = Rs.(325/60) = Rs. 5.416 Therefore the average profit per chair is Rs 5.41.
Description : The market price of a novel was 50% more than its cost price. Vadi was going to sell it at market price to a customer, but he showed vadi some defects in the novel, due to which vadi gave ... another discount that was equal to 14.5% of the cost price. What was the approximate profit/loss to vadi?
Last Answer : Let the cost price be Rs. 100 Then, market price is Rs. 150 Now, the first discount is of 33% Rs.150 =Rs. 50 Hence, its selling price = 150 - 50 = Rs. 100 since vadi's ... further discount will be equal to loss % The next discount of 14.5% will be the loss percentage to vadi
Description : Hemant sold 10 sarees for a total profit of Rs. 460 and 12 sarees for a total profit of Rs. 144. At what profit per saree should he sell the remaining 20 sarees so that he gets an average profit of Rs. 18 per sarees? A. Rs 7.10 B. Rs 7.60 C. Rs 7.99 D. Rs 8
Last Answer : Answer – B (Rs 7.60) Explanation – Total profit required = Rs.(42 x 18) = Rs.756 Profit on 22 sarees = Rs. (460 + 144) = Rs. 604 Profit on 20 sarees = Rs. (756 – 604) = Rs. 152 Average profit on these sarees = Rs.(152/20) = Rs. 7.60
Description : Reema buys dress for 10% less than its value and sells it for 10% more than its value. His gain or loss percent is: A. no profit, no loss B. 20% profit C. less than 20% profit D. more than 20% profit
Last Answer : Answer – D (more than 20% profit) Explanation – Let the article be worth Rs. x. C.P. = 90% of Rs. x. = Rs.(9/10)x S.P. = 110% of Rs.x = Rs.(11/10)x Gain = Rs.11/10x- 9/10x=(1/5)x gain %=(2/5x) x (10/9x) x 100 =44.44% >20%
Description : If 7/8 part of a books is sold at 60% profit, 1/12 part at 32% profit and remaining part at 24% profit and finally, there is a profit of Rs.150, then find the cost price of the books approximately
Last Answer : a = 7/8 , x = 60 % , b =1/12 , y = 32 % , z = 24 % and R = Rs150 Required CP of books = (150*100)/(7/8*60+1/12*32+1/24*24) =15000/(52.5+2.66+1) = 15000/56.16 = Rs267
Description : A man buys milk at Rs. 2.40 per litre. He adds one-third water to it and sells the mixture at Rs. 2.88 per litre. Find his profit percentage. (Assume water is free). a) 21% b) 30% c) 40% d) 50% e) 60%
Last Answer : Let say he purchases 3 litres of milk whose cost is Rs. 7.20 He adds 1 litre of water and the mixture of 4 litres is sold at Rs 2.88 × 4 = Rs11.52 Profit percentage = (11.52 – 7.20) × 100.0/7.20 = 4.32 × 100.0/7.2 = 60% Answer: e)
Description : A merchant purchases a table and a fan for Rs.450. He sells them making a profit of 15% on the table and 20% on a fan. He earns a profit of Rs.76.50. The difference between the original prices of the table and fan is equal to
Last Answer : Let cost price of table be Rs X Cost price of fan = Rs(450-X) [15% of X]+[20% of (450-X)] = 76.50 15/100*X+20/100*(450-X) = 76.50 X = 270 So cost price of table = Rs.270 Cost price of fan = Rs.180 Difference=Rs(270-180) =Rs 90
Description : Vaishnavi purchased 35kg of wheat at the rate of Rs.19.50 per kg and another 35kg of wheat at a certain rate. She mixed the two and sold the entire quantity at the rate of the Rs.21.25 per kg and made 20%. Overall profit at what price per kg did she purchase the lot of another 35kg wheat?
Last Answer : Let the required price per kg be Rs'X' Then cost price of 70 kg wheat = Rs(35 * 19.50 + 35 * X) = Rs (682.5 + 35X) Selling price of 70kg wheat = Rs (70 * 21.25) = Rs.1487.5 Total cost ... 100/120=1239.58 35x= 1239.58-682.5=557.08 X=15.91 So the cost price of second lot is Rs15.91 per kg
Description : A dealer allows a discount of 40 % on the marked price to the retailer. The retailer sells at 10% below the marked price. If the customer pays Rs.38 for an article, what profit is made by the retailer on it?
Last Answer : Let dealer marked price = 100%, Retailer's C.P = 60% And the retailer sells at 10% less than the marked price =>S.P = 90% If S.P of 90% of the retailer costs Rs.38 to customer, So its C.P of 60% will cost 60*38/90 = 25 Profit made by the retailer = 38-25 = Rs.13
Description : A sells a gold ring to B for Rs 90,000 losing 20% in the transaction. B sells it to C at a price which would have given a profit of 20% to A. By what percent does B gain?
Last Answer : A sells to B at 20% loss So CP=90000*100/80=112500 20%profit to A= 112500*120/100=135000 Total gain= (135000-90000)=45000 Gain%= 45000/90000*100=50%
Description : P sells a bike to Q at a profit of 25%. Q sells it to R at a profit of 30%.If R pays Rs.273 for it, the cost price of the bike for P is:
Last Answer : Selling price for q is Rs. 273 Cost price + profit = 273 X + 30x/100= 273 X = 210 Cost price of q is 210 Selling price of p is 210 Cost price + profit = 210 Y + 25y/100= 210 Y = 168 The cost price of p is Rs. 168/-
Description : A trader buys two articles at the same price. He sold one article at 20% profit and sold the other at 10% loss . Find his overall profit/loss percentage a)10% loss b)10% profit c)5% loss d)5% profit.
Last Answer : d)5% profit.
Description : Deepak selling a product at 48% discount, he incurs a loss of 10%. The marked price of the product is 15000 Rs. At what percent discount he should sell the product so as to have a profit of 30%.
Last Answer : Mp=15000==>Sp= 15000*0.52= 7800. Loss of 10% is there==>Cp= 7800/ 0.90= RS.8666.66 Profit of 30% = 6000*1.15=11266.66 Discount should be Rs2600 Discount % should be {2600/15000}*100 =17.3%
Description : Jimmy bought 25 apples for Rs.10 and sold them at the rate of 24 apples for Rs.12. What is the percentage of profit made by him? A. 25% B. 70% C. 60% D. 100%
Last Answer : Answer – A (25%) Explanation – CP of 1 apple=10/25=2/5 SP of 1 apple=12/24=1/2 profit= 1/2-2/5=1/10 %= [(1/10) / (2/5) ] x 100 =25 %
Description : A salesperson has goods of worth Rs.12000. He sold half of the goods at a gain of 24%. At what profit per cent should he sell the remaining half of the stock so that he gets36% profit on the whole?
Last Answer : CP of goods = 12000 For 36% gain, total SP =12000 + (36/100*12000) = 16320 SP of goods worth 6000 at 24% profit = 6000 + (24/100*6000) = 7440 Therefore, SP of remaining goods = (16320-7440) = 8880 Let ... % for remaining goods be x. Then, =>6000*(100+x)/100=8880 =>100+x=8880/60 x=148-100=48
Description : A merchant mixes three varieties of rice costing Rs.40/kg, Rs.48/kg and Rs.60/kg and sells the mixture at a profit of 40% at Rs.60 / kg. How many kgs of the second variety will be in the mixture if 4 kgs of the third variety is there in the mixture? a) 1 kg b) 20 kgs c) 3 kgs d) 6 kgs e) 8kgs
Last Answer : D If the selling price of mixture is Rs.60/kg and the merchant makes a profit of 20%, then the cost price of the mixture = 60/1.2 = Rs.50/kg. We need to find out the ratio in which the three varieties are mixed ... QC in step 1 and step 2 = 1 + 5 = 6 Therefore, the ratio = 1 : 25 : 5
Description : Femina is the famous magazine in India. In that company there is a profit of Rs 150. If 2/3 part of n magazine is sold at 60% profit, 1/4 part at 32% profit and remaining part at 24% profit and the find the cost price of the magazine?
Last Answer : S1= 2/3 P1=60% S2=1/4, P2= 32% S3=1-[2/3 +1/4] =1/12, P3=24% total profit = Rs 150 CP of an entire magazine = (total profit *100)/( S1*P1+S2*P2+S3*P3) CP of an entire magazine = (150*100)/(2/3*60+1/4*32+1/12*24) =15000/(40+8+2) =15000/50 =RS.300
Description : Ajay sold a motorbike at a profit of 20% to Balu. Balu sold it to Dinesh at a loss of 20%. If the profit made by Ajay was Rs.120 less than the loss made by Balu, find the cost price of Ajay(in Rs.) a)3000 b)3600 c)3900 d)4500
Last Answer : a)3000
Description : If a book is sold at 20% more than its usual price, an extra profit of Rs.120 would be made on it. find its usual selling price. a)Rs.500 b)Rs.600 c)Rs.750 d)Rs.800
Last Answer : b)Rs.600
Description : The ratio of the cost price of product A to that of B is 5:7. product A was sold at a profit of 80% and product B was sold at a profit of 20%. If the total profit earned after selling both the (products A and B is Rs 296) what is the difference between the cost prices of product A and B?
Last Answer : CP of product A= 5X CP of product B=7x Total price = (5x*0.8)+(7x*0.2) =296 4X+1.4X=296 5.4X=296 x=54.81=55(approx.) difference of the CP= 7x-5x=2x=2*55 = Rs. 110
Description : A taxi driver makes a profit of 25% on every trip when he carries 4 passengers and the price of petrol is Rs. 35 a litre. Find the approximate % profit for the same journey if he goes for 5 passengers per trip and the price of petrol reduces to Rs. 28 litres?
Last Answer : When 4 passengers income was 4x Expense= Rs.35. Profit =25% of 35+35= Rs.43.75 That means his earning is Rs.44.775.so that per passenger fare must be Rs.10.93 When 5 passengers earning = 10.99x5=Rs.54.68 Expense =Rs.28 Profit = 95.28 % approx.
Description : By mixing two brands of dal and selling the mixture at the rate of Rs.354 per kg a shopkeeper makes a profit of 36%. If to every 4 kg of one brand costing Rs.400 per kg, 6kg of other brand is added. Then how much per kg does the other brand cost?
Last Answer : Let the cost price of other brand be Rs x' per kg cost price of 10 kg = Rs (4 * 400 + 6 * x) = Rs (1600 +6x) Selling price of 10 kg = Rs (10 * 354 ) = Rs.3540 Therefore 3540 -(1600 + 6x)/ ... 6x/1600 + 6x = 0.36 1940 - 6x = 576 + 2.16x x=167.15 so the cost of other brand = Rs.167.15
Description : A person, by selling an article at half of the list price incurs a loss of 20%. Find the profit percentage if he sells at the list price? A. 25% B. 60% C. 5% D. 30 %
Last Answer : Answer – B (60 %) Explanation – 0.50 MP = 0.8 CP (since 20% loss) So, MP = 160CP ⇒ 60% gain.
Description : Vijay marked his camera at 50% above his cost price. He sold it after allowing discount and still made a profit of 20%. What is the discount percentage he offered on it? a)20% b)25% c)30% d)35%
Last Answer : a)20%