If the profit made by selling a pen for Rs.10 is as much as its cost what is the cost price of the pen?

If the profit made by selling a pen for Rs.10 is as much as its cost what is the cost price of the pen?
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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%

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%

On selling 9 pens at Rs. 360, there is a loss equal to the cost price of 3 pens. The cost price of a pen is:

Description : On selling 9 pens at Rs. 360, there is a loss equal to the cost price of 3 pens. The cost price of a pen is:

Last Answer : CP of 9 pens - Sp of 9 pens = Cp of 3 pens Cp of 6pens = Sp of 9 pens = 360 Cp of 6pens =360 CP of 1 pen= 360/6= 60.

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%

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%

On selling 25 balls at Rs. 1015, there is a profit equal to the cost price of 10 balls. What is the cost price of a ball? a) Rs. 31 b) Rs. 29 c) Rs. 35 d) Rs. 27 e) Rs. 39

Description : On selling 25 balls at Rs. 1015, there is a profit equal to the cost price of 10 balls. What is the cost price of a ball? a) Rs. 31 b) Rs. 29 c) Rs. 35 d) Rs. 27 e) Rs. 39

Last Answer : b Profit = (S.P of 25 balls) - (C.P of 25 balls) = 1015 - (C.P of 25 balls) Given that Profit = (C.P of 10 balls) => 1015 - (C.P of 25 balls) = (C.P of 10 balls) => (C.P of 25 balls) + (C.P of 10 balls) = 1015 => C.P of 35 balls = 1015 => C.P of 1 ball=1015 / 35 = Rs. 29

Total cost of a product: Rs. 10,000 Profit: 25% on Selling Price Profit is: (a) Rs. 2,500 (b) Rs. 3,000 (c) Rs. 3,333 (d) Rs. 2,000

Description : Total cost of a product: Rs. 10,000 Profit: 25% on Selling Price Profit is: (a) Rs. 2,500 (b) Rs. 3,000 (c) Rs. 3,333 (d) Rs. 2,000

Last Answer : (b) Rs. 2,80,000

The profit earned after selling a Laptop for Rs.1,754/- is the same as loss incurred after selling the article for Rs.1,492/-. What is the cost price of the article? a) Rs. 1,239/- b) Rs. 1,456/- c) Rs. 1,786/- d) Rs. 1,623/- e) Rs. 1,345/-

Description : The profit earned after selling a Laptop for Rs.1,754/- is the same as loss incurred after selling the article for Rs.1,492/-. What is the cost price of the article? a) Rs. 1,239/- b) Rs. 1,456/- c) Rs. 1,786/- d) Rs. 1,623/- e) Rs. 1,345/-

Last Answer : Let the C.P. of a Laptop = Rs. x 1754 - x = x - 1492 2x = 3246 x = 3246 / 2 = 1623 Answer: d)

A shopkeeper sold a toothpaste at a profit of 12.5%. His cost price was Rs.5 less than his selling price. find his cost price (in Rs.) a)30 b)36 c)40 d)50

Description : A shopkeeper sold a toothpaste at a profit of 12.5%. His cost price was Rs.5 less than his selling price. find his cost price (in Rs.) a)30 b)36 c)40 d)50

Last Answer : c)40

The difference between the cost price and sale price of an article is Rs. 500 if the profit is 20%. The selling price is: A. Rs 4000 B. Rs 1500 C. Rs 3000 D. Rs 3300

Description : The difference between the cost price and sale price of an article is Rs. 500 if the profit is 20%. The selling price is: A. Rs 4000 B. Rs 1500 C. Rs 3000 D. Rs 3300

Last Answer : Answer – C. Rs.3000 Explanation – 120%-100%=20% 20%…………………500 120%…………….? ?=3000

The profit after selling a pair of trousers for Rs 863 is same as loss incurred after selling the same pair of trousers for Rs 631. What is the cost price of the trousers? 1. Rs7472. Rs 800 3. Rs 763 4. Cannot be determined

Description : The profit after selling a pair of trousers for Rs 863 is same as loss incurred after selling the same pair of trousers for Rs 631. What is the cost price of the trousers? 1. Rs7472. Rs 800 3. Rs 763 4. Cannot be determined

Last Answer : 1. Rs7472

Profit after selling an article for Rs 736 is the same as loss after selling the article for Rs 638. What is the cost price of the article? 1. Rs 687 2. Rs 649 3. Rs 597 4. Rs 674

Description : Profit after selling an article for Rs 736 is the same as loss after selling the article for Rs 638. What is the cost price of the article? 1. Rs 687 2. Rs 649 3. Rs 597 4. Rs 674

Last Answer : 1. Rs 687

The profit earned after selling a wrist watch for Rs 4,080 is the same as the loss incurred after selling the same wrist watch for Rs 3,650. What is the cost price of the wrist watch? 1. Rs 3,785 2. Rs 3,800 3. Rs 3,775 4. Rs 3,865

Description : The profit earned after selling a wrist watch for Rs 4,080 is the same as the loss incurred after selling the same wrist watch for Rs 3,650. What is the cost price of the wrist watch? 1. Rs 3,785 2. Rs 3,800 3. Rs 3,775 4. Rs 3,865

Last Answer : 3865

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?

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

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?

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

The profit percentage of banu and renu is same on selling the articles at Rs 900 each but banu calculates his profit in the selling price while renu calculates it correctly on the cost price which is equal to 10%. What is the difference in their profits?

Description : The profit percentage of banu and renu is same on selling the articles at Rs 900 each but banu calculates his profit in the selling price while renu calculates it correctly on the cost price which is equal to 10%. What is the difference in their profits? 

Last Answer : when profit calculate on SP the profit = 10% of 900 = 90 when profit calculate on CP(x) = x+X/10 = 900 11X=9000 X=818.18 profit= 81.82 required diffference= 90-81.82 = Rs 8.18

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

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

By selling a pen for Rs.15, a man loses one sixteenth of what it costs him. The cost of the pen is?

Description : By selling a pen for Rs.15, a man loses one sixteenth of what it costs him. The cost of the pen is?

Last Answer : Let us assume cost price is x Ie., x – 15 =1/ 16x X – 15-x/16 X - x/16 = 15 16x - x/16 = 15 15x = 15/16 X = 15x16/15 X = 16.

A man who makes a profit of 25 percent by selling sugar at Rs. 4.25/kg., lowers his price so as to gain only 5 paise per Kg. In what ratio must his sales be increased so that his total profit may be the same as before? a) 1 : 5 b) 1 : 11 c) 1 : 13 d) 1 : 17 e) 1 : 21

Description : A man who makes a profit of 25 percent by selling sugar at Rs. 4.25/kg., lowers his price so as to gain only 5 paise per Kg. In what ratio must his sales be increased so that his total profit may be the same as before? a) 1 : 5 b) 1 : 11 c) 1 : 13 d) 1 : 17 e) 1 : 21

Last Answer : 125% C.P. of sugar per kg = Rs. 4.25 C.P of the sugar per kg = [4.25×100] / 125 = Rs. 3.40. thus, the profit on 1 kg 85 paise by reducing price to 5 paise, to make same profit he must sell, 85/5 = 17kg so required ratio = 1 : 17. Answer: d)

The cash difference between the selling price of an article at a profit of 8% and 4% is Rs 3 the ratio of the two selling price is A. 51 : 52 B. 27 : 26 C. 51 : 53 D. 52 : 55

Description : The cash difference between the selling price of an article at a profit of 8% and 4% is Rs 3 the ratio of the two selling price is A. 51 : 52 B. 27 : 26 C. 51 : 53 D. 52 : 55

Last Answer : Answer – B (27:26) Explanation – Let the C.P of the article be Rs. x Then required ratio = 108% of x / 104% of x = 108/104= 27:26

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%.

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%

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%.

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%.

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?

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

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?

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

Profit after selling a product for Rs. 850 is the same as the loss after selling it for Rs.710. What is the cost of the product?

Description : Profit after selling a product for Rs. 850 is the same as the loss after selling it for Rs.710. What is the cost of the product?

Last Answer : Assume cost Price = x P = 850 –x P 850 – x = 710 +x 850 – 710 = 2x 140 = 2x X = 70 P = 850– 70 = 780

The profit made by selling 30 m of a cloth equals the cost price of 6 m of that cloth. find the profit percentage a)25% b)20% c)16 2/3% d)30%

Description : The profit made by selling 30 m of a cloth equals the cost price of 6 m of that cloth. find the profit percentage a)25% b)20% c)16 2/3% d)30%

Last Answer : b)20% 

Anwar marked his radio at 40% above his cost price. He, then sold it after offering a discount of 40%. If he made a loss of Rs.640, find his selling price (in Rs.) a)4320 b)4640 c)3360 d)3720

Description : Anwar marked his radio at 40% above his cost price. He, then sold it after offering a discount of 40%. If he made a loss of Rs.640, find his selling price (in Rs.) a)4320 b)4640 c)3360 d)3720

Last Answer : c)3360

If novels bought at prices ranging from Rs 300 to Rs 470 are sold at prices ranging from Rs 400 to Rs 520, what is the greatest possible profit that might be made in selling 12 books?

Description : If novels bought at prices ranging from Rs 300 to Rs 470 are sold at prices ranging from Rs 400 to Rs 520, what is the greatest possible profit that might be made in selling 12 books? 

Last Answer : least cost price= 300*12 =3600 greatest sold price= 520 *12= 6240 profit required= 6240-3600=Rs 2640

Following information is available of XYZ Limited for quarter ended June, 2013 Fixed cost Rs. 5,00,000 Variable cost Rs. 10 per unit Selling price Rs. 15 per unit Output level 1,50,000 units

Description : Following information is available of XYZ Limited for quarter ended June, 2013 Fixed cost Rs. 5,00,000 Variable cost Rs. 10 per unit Selling price Rs. 15 per unit Output level 1,50,000 units

Last Answer : (a) Rs. 2,50,000

3. S produces and sells one product, P, for which the data are as follows: Selling price Rs 28 Variable cost Rs 16 Fixed cost Rs 4 The fixed costs are based on a budgeted production and sales level of 25,000 units for the next period(a) 10.1% decrease (b) 11.2% decrease (c) 13.3% decrease (d) 16.0% decrea

Description : 3. S produces and sells one product, P, for which the data are as follows: Selling price Rs 28 Variable cost Rs 16 Fixed cost Rs 4 The fixed costs are based on a budgeted production and sales level of 25 ... period(a) 10.1% decrease (b) 11.2% decrease (c) 13.3% decrease (d) 16.0% decrease

Last Answer : (a) 10.1% decrease

Given selling price is Rs 10 per unit, variable cost is Rs 6 per unit and fixed cost is Rs 5,000. What is break-even point? A. 500 units B. 1,000 units C. 1,250 units D. None of the above

Description : Given selling price is Rs 10 per unit, variable cost is Rs 6 per unit and fixed cost is Rs 5,000. What is break-even point? A. 500 units B. 1,000 units C. 1,250 units D. None of the above

Last Answer : the following instances are related to the production of a company during the month of August 2014 . Direct material 1200,wages 1200, factory rent 1000, depreciation of machinery 1000, supervisor salary ... selling expenses 2500. Prepare a cosy sheet and shiw the% of various costs on total costs.

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%

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%

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

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

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

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

Rohit sold his bicycle at 4 % profit. If he sold it for Rs.204 less, he would have made a 30% loss. What was his cost price(in Rs.)? a)630 b)640 c)600 d)560

Description : Rohit sold his bicycle at 4 % profit. If he sold it for Rs.204 less, he would have made a 30% loss. What was his cost price(in Rs.)? a)630 b)640 c)600 d)560

Last Answer : c)600 

A shirt was sold at a profit of Rs.50. If a trouser was sold at half the profit percentage and the cost price of the trouser is thrice that of shirt, find the profit made on the trouser (in.Rs.) a)25 b)50 c)75 d)100

Description : A shirt was sold at a profit of Rs.50. If a trouser was sold at half the profit percentage and the cost price of the trouser is thrice that of shirt, find the profit made on the trouser (in.Rs.) a)25 b)50 c)75 d)100 

Last Answer : c)75

The sale price of an article including the sale tax is Rs. 616. The rate of sale tax is 10% . If the shopkeeper has made a profit of 12%, the cost price of the article is [The Pearson Guide book] A. Rs 500 B. Rs 515 C. Rs 550 D. Rs 600

Description : The sale price of an article including the sale tax is Rs. 616. The rate of sale tax is 10% . If the shopkeeper has made a profit of 12%, the cost price of the article is [The Pearson Guide book] A. Rs 500 B. Rs 515 C. Rs 550 D. Rs 600

Last Answer : Answer – A. Rs 500 Explanation – 110% of S.P. = 616 = S.P. = Rs.(616 x 100/110) = Rs.560. C.P. = Rs (100/112 x 560) = Rs 500

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?

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

Varsha purchased a speaker of Rs 10,800 and a phone Rs 19,200. she sold speaker at four-fifth of its cost price and the phone at 5/4 of its cost price. What was the profit?

Description : Varsha purchased a speaker of Rs 10,800 and a phone Rs 19,200. she sold speaker at four-fifth of its cost price and the phone at 5/4 of its cost price. What was the profit?

Last Answer : CP of speaker = Rs 10800 SP = 10800× 4/5 = Rs 8640 CP of the phone = Rs 19200 SP = 19200× 5/4= Rs 24000 Total CP = 10800+19200= Rs 30000 Total SP = 8640+24000= Rs 32640 Profit = 32640– 30000 = Rs 2640

A trader sells 145 m of cloth for Rs 12325 at the profit of Rs 10 per metre of cloth. What is the cost price of 1 m of cloth? 1. Rs 65 2. Rs 75 3. Rs 95 4. Rs 85

Description : A trader sells 145 m of cloth for Rs 12325 at the profit of Rs 10 per metre of cloth. What is the cost price of 1 m of cloth? 1. Rs 65 2. Rs 75 3. Rs 95 4. Rs 85

Last Answer : 2. Rs 75

Gross profit is equal to 1. selling price minus purchase price 2. selling price minus purchase price plus depreciation 3. depreciation plus unsold stock minus purchase price 4. purchase price minus production cost 5. None of these

Description : Gross profit is equal to 1. selling price minus purchase price 2. selling price minus purchase price plus depreciation 3. depreciation plus unsold stock minus purchase price 4. purchase price minus production cost 5. None of these

Last Answer : selling price minus purchase price

The profit earned after selling a wrist watch for `5080 is the same as the loss incurred after selling the same wrist watch for `4650. What is the cost price of the wrist watch? a) `4685 b) `4875 c) `4695 d) `4785 e) `4865

Description : The profit earned after selling a wrist watch for `5080 is the same as the loss incurred after selling the same wrist watch for `4650. What is the cost price of the wrist watch? a) `4685 b) `4875 c) `4695 d) `4785 e) `4865

Last Answer : Cost price of the watch = 5080 + 4650 / 2 = 9730 / 2 = `4865 Answer: e)

The Selling price of 12 articles equals the cost price of 15 articles. find the profit/loss percentage? a)25% profit b)20% profit c)25% loss d)20% loss

Description : The Selling price of 12 articles equals the cost price of 15 articles. find the profit/loss percentage? a)25% profit b)20% profit c)25% loss d)20% loss

Last Answer : a)25% profit

In a certain occupation, the profit is 110% of the cost. If the cost increases by 13% but the selling price remains constant, approximately what percentage of the selling price is the profit?

Description : In a certain occupation, the profit is 110% of the cost. If the cost increases by 13% but the selling price remains constant, approximately what percentage of the selling price is the profit?

Last Answer :  Let Cp= RS.100 Profit= Rs 110 Sp= Rs 210 New Cp= 113%0f Rs.100=Rs. 113 New SP= Rs. 210 Profit= Rs. (210-113)= Rs. 97 Required %= 97/210*100=46%

In a shop the profit is 160% of the cost. If the cost increased by 12.5% but the selling price remains constatnt, approximately what percentage of the selling price is the profit?

Description : In a shop the profit is 160% of the cost. If the cost increased by 12.5% but the selling price remains constatnt, approximately what percentage of the selling price is the profit?

Last Answer : Let cost price be ‘x’  Then profit = Rs 160  Selling price = Rs.260  New cost price = 112.5% 0f Rs.100  = (112.5x/100 * 100) = Rs.112.5  New selling price = Rs.260  Profit = Rs(260 – 112.5)  = Rs.147.5  Required percentage = (147.5/260 * 100) % =56.7%

In a certain office, the profit is 160% of the cost. If the cost increases by 12% but the selling price remains constant, approximately what is the percentage profit?

Description : In a certain office, the profit is 160% of the cost. If the cost increases by 12% but the selling price remains constant, approximately what is the percentage profit?

Last Answer : Let cost price = Rs.100 ; then profit = 160  Selling price = Rs.260 ; new cost price = 112% of Rs 100  New cost price = 122 ; new selling price = Rs 260  Profit = 260 – 112 = Rs.148  Required percentage = (148/112 *100)%  = 132.14%

In a certain mall, the profit is 160% of the cost. If the cost increases by 12.5% but the selling price remains constant, approximately what percentage of the selling price is the profit?

Description : In a certain mall, the profit is 160% of the cost. If the cost increases by 12.5% but the selling price remains constant, approximately what percentage of the selling price is the profit?

Last Answer : Let C.P.= Rs. 100.  Then, Profit = Rs. 160, S.P. = Rs. 260. New C.P. = 112.5% of Rs. 100 = Rs. 112.5 New S.P. = Rs. 260. Profit = Rs. (260– 112.5) = Rs. 147.5 Required percentage = 147.5/260*100=57% (approx.)

6 pens and 14 exercise books cost Rs.162. 5pens and 8 exercise books cost Rs.102. The ratio of cost of 1 pen to that of 1 exercise book is : a) 10 : 3 b) 2 : 3 c) 3 : 2 d) 5 : 6 e) None of these

Description : 6 pens and 14 exercise books cost Rs.162. 5pens and 8 exercise books cost Rs.102. The ratio of cost of 1 pen to that of 1 exercise book is : a) 10 : 3 b) 2 : 3 c) 3 : 2 d) 5 : 6 e) None of these

Last Answer : Let cost of 1 pen be Rs.x and that of 1 exercise book be Rs.y. Then 6x +14 y = 162 =>3x + 7y =81……..(1) 5x + 8y =102…………………………………………..(2) (1)× 5 – (2) × 3 =>11y=99=>y=9.Putting y=9 in equation (1),we get : x = 6 x : y =6 : 9 =2 : 3 Answer: b)

If the fixed costs of a factory producing candles is Rs 20,000, selling price is Rs 30 per dozen candles and variable cost is Rs 1.5 per candle, what is the break-even quantity? (1) 20000 (2) 10000 (3) 15000 (4) 12000

Description : If the fixed costs of a factory producing candles is Rs 20,000, selling price is Rs 30 per dozen candles and variable cost is Rs 1.5 per candle, what is the break-even quantity? (1) 20000 (2) 10000 (3) 15000 (4) 12000

Last Answer : (1) 20000 Explanation: Breakeven quantity is the number of incremental units that the firm needs to sell to cover the cost of a marketing program or other type of investment. It is given by the formula: BEQ = FC / (P-VC) Where ... per unit = 30/12 = Rs. 2.5 So 20000/ (2.5-1.5) = 20000/1= Rs. 20,000

Nithish bought two purses which together cost him Rs.440. He sold one of the purse at a loss of 20% and the other one at a gain of 40%. The selling price of both purse are same. Then find out the cost price of both purse. a) Rs.150 and Rs.290 b) Rs.140 and Rs.300 c) Rs.170 and Rs.270 d) Rs.160 and Rs.280 e) None of the Above

Description : Nithish bought two purses which together cost him Rs.440. He sold one of the purse at a loss of 20% and the other one at a gain of 40%. The selling price of both purse are same. Then find out the cost price of both ... Rs.140 and Rs.300 c) Rs.170 and Rs.270 d) Rs.160 and Rs.280 e) None of the Above

Last Answer : 80/100 * x = 140/100 * y x = 7/4y x + y = 440 7/4 y + y = 440 y = 160 ; x = 280 Answer: d)

A company's break even point is 6,000 units per annum. The selling price is Rs. 90 per unit and the variable cost is Rs. 40 per unit. What are the company's annual fixed costs? (a) Rs. 120 (b) Rs. 2,40,000

Description : A company's break even point is 6,000 units per annum. The selling price is Rs. 90 per unit and the variable cost is Rs. 40 per unit. What are the company's annual fixed costs? (a) Rs. 120 (b) Rs. 2,40,000

Last Answer : 5,40,000

A company manufactures a single product for which cost and selling price data are as follows: Selling price per unit - Rs. 12 Variable cost per unit - Rs. 8 Fixed cost for a period - Rs. 98,000 Budgeted sales for a period - 30,000 units

Description : A company manufactures a single product for which cost and selling price data are as follows: Selling price per unit - Rs. 12 Variable cost per unit - Rs. 8 Fixed cost for a period - Rs. 98,000 Budgeted sales for a period - 30,000 units

Last Answer : (a) 20%