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Question 1 of 10
1. Question
1 pointsCategory: Quantitative AptitudeDirections.Q(15) Study the following table and answer the questions.
Note: The table shows the percentage of discount offered by five different shops on four different products. Some values are missing. You have to calculate these values as per data given in the questions. Marked Price(MP) of a particular Product is the same for all the shops.If the profit percentage of A after selling Product II is x% and that of C for the same is (2x5)% and the ratio of the cost price of Product II of shop A to that of C is 14:17, then find the value of x.
Correct
Answer – 4) 5
Explanation:
(100+2x5)/(100+x)=14/17
x=5Incorrect
Answer – 4) 5
Explanation:
(100+2x5)/(100+x)=14/17
x=5 
Question 2 of 10
2. Question
1 pointsCategory: Quantitative AptitudeDirections.Q(15) Study the following table and answer the questions.
Note: The table shows the percentage of discount offered by five different shops on four different products. Some values are missing. You have to calculate these values as per data given in the questions. Marked Price(MP) of a particular Product is the same for all the shops.For shop D, the difference between the selling price of Product II and that of Product III is Rs 465. If the sum of the MP of Product II and Product III of the same shop is Rs 430300, then the MP (in Rs) of Product II is what percent more/less than that of Product III of the same shop? (selling price of Product II is greater than that of Product III)
Correct
Answer – 5) 25.40 %
Explanation:
Let the MP of the Product II be 100X & that of Product III be 100Y
100X +100Y= Rs 430300
X+Y=Rs 43030 …(1)
100X *(60/100) 100Y * (75/100)=465
4X5Y=31
X= 2394 & Y= 1909
MP of Product II= Rs 239400 & Product III =Rs 190900
Required% = [(239400190900)/190900]*100=25.40%Incorrect
Answer – 5) 25.40 %
Explanation:
Let the MP of the Product II be 100X & that of Product III be 100Y
100X +100Y= Rs 430300
X+Y=Rs 43030 …(1)
100X *(60/100) 100Y * (75/100)=465
4X5Y=31
X= 2394 & Y= 1909
MP of Product II= Rs 239400 & Product III =Rs 190900
Required% = [(239400190900)/190900]*100=25.40% 
Question 3 of 10
3. Question
1 pointsCategory: Quantitative AptitudeDirections.Q(15) Study the following table and answer the questions.
Note: The table shows the percentage of discount offered by five different shops on four different products. Some values are missing. You have to calculate these values as per data given in the questions. Marked Price(MP) of a particular Product is the same for all the shops.The average selling price of Product II of shops, A and B are Rs 3225, and that of shops B and C is Rs 3870. Find the difference between the selling price (in Rs) of Product II by C and A.
Correct
Answer – 2) 1290
Explanation:
B + C = 7740
A + B = 6450
CA = 1290Incorrect
Answer – 2) 1290
Explanation:
B + C = 7740
A + B = 6450
CA = 1290 
Question 4 of 10
4. Question
1 pointsCategory: Quantitative AptitudeDirections.Q(15) Study the following table and answer the questions.
Note: The table shows the percentage of discount offered by five different shops on four different products. Some values are missing. You have to calculate these values as per data given in the questions. Marked Price(MP) of a particular Product is the same for all the shops.The selling price of Product I and Product III of Shop E are in the ratio of 2:3. If the shop earns a profit of 25% which is Rs 280, on Product I and 20% on Product III then find the sum of selling price of Product I and Product III together by the same shop.
Correct
Answer – 1) Rs 630
Explanation:
Let the selling price of Product I be Rs 200
Selling price of Product III=Rs 300
CP of Product I= (200 * 100/125) =Rs 160
CP of Product III= (300 * 100/120) =Rs 250
Profit of Product I=Rs (200160) = Rs 40
Profit of Product III= Rs (300250) = Rs 50
So 40=280
50=350
Sum of the selling price of Product I and Product III together by Shop E = 280+350=Rs 630Incorrect
Answer – 1) Rs 630
Explanation:
Let the selling price of Product I be Rs 200
Selling price of Product III=Rs 300
CP of Product I= (200 * 100/125) =Rs 160
CP of Product III= (300 * 100/120) =Rs 250
Profit of Product I=Rs (200160) = Rs 40
Profit of Product III= Rs (300250) = Rs 50
So 40=280
50=350
Sum of the selling price of Product I and Product III together by Shop E = 280+350=Rs 630 
Question 5 of 10
5. Question
1 pointsCategory: Quantitative AptitudeDirections.Q(15) Study the following table and answer the questions.
Note: The table shows the percentage of discount offered by five different shops on four different products. Some values are missing. You have to calculate these values as per data given in the questions. Marked Price(MP) of a particular Product is the same for all the shops.The cost price of Product III is Rs 50 for all of the shops and all of them mark the same item at 64% higher than the cost price, then to get a total profit of Rs 70 by all of the five shops after selling Product III, what is the minimum discount that should be allowed by Shop E on Product III?
Correct
Answer – 5) 4.75%
Explanation:
CP=Rs 50
MP=50 * 64/100+50=Rs 82
Total CP=5 *50=Rs 250
Total selling price should be =Rs (250+70)=Rs 320
Selling price of Product III by Shop E
=320 – 82*[(66/100)(68/100)(86/100)(75/100)]
=Rs 78.1
Minimum required discount
[(8278.1)*100]/82=4.75%Incorrect
Answer – 5) 4.75%
Explanation:
CP=Rs 50
MP=50 * 64/100+50=Rs 82
Total CP=5 *50=Rs 250
Total selling price should be =Rs (250+70)=Rs 320
Selling price of Product III by Shop E
=320 – 82*[(66/100)(68/100)(86/100)(75/100)]
=Rs 78.1
Minimum required discount
[(8278.1)*100]/82=4.75% 
Question 6 of 10
6. Question
1 pointsCategory: Quantitative AptitudeThe curved surface area of a cylindrical pillar is 616 m^2 and its volume is 2156 m^3. Find the ratio of its radius to its height.
Correct
Answer – 2) 1:2
Explanation:
πr^2/2πrh = 2156/616
radius, r = 7 m
2 × 22/7 × 7 × h = 616
height h = 14
Ratio: r/h = 7/14 = 1/2Incorrect
Answer – 2) 1:2
Explanation:
πr^2/2πrh = 2156/616
radius, r = 7 m
2 × 22/7 × 7 × h = 616
height h = 14
Ratio: r/h = 7/14 = 1/2 
Question 7 of 10
7. Question
1 pointsCategory: Quantitative AptitudeThe average age of Anu and Banu is 35 years. If Chitra replaces Anu, the average age is 31 years, if Chitra replaces Banu average age is 36 years. If the average age of Devi and Manju is half of average age of Anu, Banu and Chitra. then average age of all the five people is
Correct
Answer – 2)27.2
Explanation:
Anu, Banu, Chitra, Devi, Manju – X, Y, Z, P, Q
X + Y = 35 * 2 =70 –(1)
Z + Y = 31 * 2 =62 –(2)
X + Z = 36 * 2 = 72 –(3)
From (1) (2) and (3)
X = 40 ; y =30; Z = 32
Average age of P and Q =1/2 * [( X + Y + Z)/3] = 102/6 = 17
Sum of the age of P and Q = 34
Average age of all the five people = (34 + 102)/5 = 27.2Incorrect
Answer – 2)27.2
Explanation:
Anu, Banu, Chitra, Devi, Manju – X, Y, Z, P, Q
X + Y = 35 * 2 =70 –(1)
Z + Y = 31 * 2 =62 –(2)
X + Z = 36 * 2 = 72 –(3)
From (1) (2) and (3)
X = 40 ; y =30; Z = 32
Average age of P and Q =1/2 * [( X + Y + Z)/3] = 102/6 = 17
Sum of the age of P and Q = 34
Average age of all the five people = (34 + 102)/5 = 27.2 
Question 8 of 10
8. Question
1 pointsCategory: Quantitative AptitudeThere are 3 inlet pipes P, Q and R connected to a cistern. If only one pipe is opened at a time, then it takes 50, 40 and 25 minutes for pipes P, Q and R respectively to fill the cistern. Find the time taken to fill 99% of the cistern if it is known that in every 5 minutes for the first 2 minutes pipe Q is opened and then closed for 3 minutes. The remaining pipes are always kept open.
Correct
Answer – 3) 14 minutes
Explanation:
Part of the cistern filled per minute by pipes P and R respectively = 2% and 4%
Pipe Q fills 5% of the cistern for every 2 minutes it operates.
In 5 minutes, the cistern filled by P and R = 30% and by pipe Q = 5%
So, in 5 minutes, % of cistern filled =30+5=35%
In 10 minutes, the cistern is filled 70%
For next 2 minutes part of cistern filled = 5+12 = 17%
The remaining 12% is filled in time = 2 minutes
Total time taken = 10+2+2 =14 minutesIncorrect
Answer – 3) 14 minutes
Explanation:
Part of the cistern filled per minute by pipes P and R respectively = 2% and 4%
Pipe Q fills 5% of the cistern for every 2 minutes it operates.
In 5 minutes, the cistern filled by P and R = 30% and by pipe Q = 5%
So, in 5 minutes, % of cistern filled =30+5=35%
In 10 minutes, the cistern is filled 70%
For next 2 minutes part of cistern filled = 5+12 = 17%
The remaining 12% is filled in time = 2 minutes
Total time taken = 10+2+2 =14 minutes 
Question 9 of 10
9. Question
1 pointsCategory: Quantitative AptitudeWhen Arun will become as old as his father is now, he will be four times the present age of his son and then his son will be nine years older than what Arun is now. If the sum of his father’s age and his age is 80 years old, then how old is Arun now?
Correct
Answer – 3) 28
Explanation:
Let the present age of Arun = x years
So the age of his father = (80x) years
Age of Arun’s son = (80x)/4
When Arun will be as old as his father i.e. (80x) years
So age of Arun’s son = (80x)/4 + (80xx)
(80x)/4 + (802x) = x + 9
x = 28Incorrect
Answer – 3) 28
Explanation:
Let the present age of Arun = x years
So the age of his father = (80x) years
Age of Arun’s son = (80x)/4
When Arun will be as old as his father i.e. (80x) years
So age of Arun’s son = (80x)/4 + (80xx)
(80x)/4 + (802x) = x + 9
x = 28 
Question 10 of 10
10. Question
1 pointsCategory: Quantitative AptitudeThe profit earned by selling an item for Rs 730 is double the loss incurred when the same Product Is sold for Rs 256. What would be the approximate selling price of the Product If it is sold at 25% profit on it .
Correct
Answer – 3) Rs 517
Explanation:
Let the loss= Rs x
7302x=256+x
x=158
Cost price of item =Rs (256+158)= Rs 414
Required SP = (414*125)/100=Rs 517.5Incorrect
Answer – 3) Rs 517
Explanation:
Let the loss= Rs x
7302x=256+x
x=158
Cost price of item =Rs (256+158)= Rs 414
Required SP = (414*125)/100=Rs 517.5
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