1.
Directions(Q.1 to Q.5 ):

Read the given information carefully and answer the following question.

Ramu bought three articles TV, Washing Machine and AC he paid total of Rs. 51,000 to the shopkeeper. The cost price of Washing Machine is 20% less than that of AC and the ratio of CP of TV and AC is 3:4.

Ramu made a profit of 18% on selling TV, 35% profit on washing machine and 22.5% of profit on selling AC.


Find the total profit earned by Ramu on selling all the three articles?


a

Rs. 11,800

b

Rs. 12,600

c

Rs. 12,800

d

Rs. 13,200

e

Rs. 13,800


2.

Ramu gave a discount of 20% on AC while selling it. in order to gain the same profit on AC, how much percent above the cost price, he should marked it.


a

5014%50 frac{1}{4} \%

b

5483%54_{8}^{3} \%

c

5318%53 frac{1}{8} \%

d

55%55 \%

e

5658%56 frac{5}{8} \%


3.

Find the average of the selling price of TV and AC?


a

Rs. 21,600

b

Rs. 20,100

c

Rs. 20,600

d

Rs. 21,100

e

Rs. 21,800


4.

The total profit earned on TV and AC together is what percent more or less than the profit earned on washing machine?


a

2847%28 frac{4}{7} \%

b

2212%22 frac{1}{2} \%

c

2717%27 frac{1}{7} \%

d

25%25 \%

e

30%30 \%


5.

Ramu purchased a Laptop at a price 115% higher than the SP of washing machine. Then find the difference between the CP of Laptop alone and CP of TV, washing machine and AC together?


a

Rs. 45,00

b

Rs. 48,00

c

Rs. 49,00

d

Rs. 44,00

e

Rs. 46,00


6.
Directions(Q.6 to Q.10 ):

Each of the following questions below consists of a question and two statements numbered I and II given. You have to decide whether the data provided in the statements is sufficient to answer the questions. Give answer


In a box three types of balls are there, Black, Red and White. If no. of white balls is given then find out the probability of getting one white ball.

(I) Probability of getting one Red ball is given

(II) Probability of getting one black ball is given.


a

If the data either in statement I alone or in statement II alone is sufficient to answer the question.

b

If the data given in statement II alone is sufficient to answer the question while the data in statement I alone is not sufficient to answer the question.

c

If the data in neither statement I nor II is sufficient to answer the question.

d

If the data given in statement I alone is sufficient to answer the question while the data in statement II alone is not sufficient to answer the question.

e

If the data in both statements I and II together is necessary to answer the question.


7.

Find the cost price of article by shopkeeper on selling the article at Rs. 240 ?

(I) If the article sold at 25% more the profit earned will be Rs. 40.

(II) Marked price of article is Rs. 400 and profit% is equal to discount% and profit% is 40%.


a

If the data either in statement I alone or in statement II alone is sufficient to answer the question.

b

If the data given in statement II alone is sufficient to answer the question while the data in statement I alone is not sufficient to answer the question.

c

If the data given in statement I alone is sufficient to answer the question while the data in statement II alone is not sufficient to answer the question.

d

If the data in neither statement I nor II is sufficient to answer the question.

e

If the data in both statements I and II together is necessary to answer the question.


8.

Find the volume of right circular cone ?

(I) Height of cone is 100% more than radius of cone.

(II) Area of base of cone is 154 cm².


a

If the data given in statement II alone is sufficient to answer the question while the data in statement I alone is not sufficient to answer the question.

b

If the data in neither statement I nor II is sufficient to answer the question.

c

If the data either in statement I alone or in statement II alone is sufficient to answer the question.

d

If the data given in statement I alone is sufficient to answer the question while the data in statement II alone is not sufficient to answer the question.

e

If the data in both statements I and II together is necessary to answer the question.


9.

Find the speed of boat in still water?

(I) Time taken by boat to cover 64 km in downstream is half the time taken by same boat to cover same distance in still water.

(II) Speed of stream is 5 km/hr


a

If the data in neither statement I nor II is sufficient to answer the question.

b

If the data either in statement I alone or in statement II alone is sufficient to answer the question.

c

If the data given in statement II alone is sufficient to answer the question while the data in statement I alone is not sufficient to answer the question.

d

If the data given in statement I alone is sufficient to answer the question while the data in statement II alone is not sufficient to answer the question.

e

If the data in both statements I and II together is necessary to answer the question.


10.

Find the value of 2x × 3y

(I) Sum of value of x and y is 8.

(II) Product of value of x & y is 7.


a

If the data in neither statement I nor II is sufficient to answer the question.

b

If the data given in statement I alone is sufficient to answer the question while the data in statement II alone is not sufficient to answer the question.

c

If the data either in statement I alone or in statement II alone is sufficient to answer the question.

d

If the data given in statement II alone is sufficient to answer the question while the data in statement I alone is not sufficient to answer the question.

e

If the data in both statements I and II together is necessary to answer the question.


11.
Directions(Q.11 to Q.15 ):

Given below pie chart (I) shows percentage distribution of number of five flowers in garden A, while pie chart (II) shows percentage distribution of these five flowers in garden ’B’. Read the data carefully and answer the question.


If total number of flower in garden ’A’ is 40% more than that of in garden ’B’ and total number of dahlia in garden ’A’ & ’B’ together is 384, then find the total number of marigold in both garden ’A’ & ’B’ together?


a

992

b

966

c

1020

d

988

e

1008


12.

Total flower in garden ’B’ is 80% more than total flower in garden ’A’ and total lily in both gardens is 840, then find difference between total marigold in garden ’A’ and total dahlia in garden ’B’?


a

142

b

144

c

148

d

140

e

152


13.

If total Rose is garden ’A’ is 40% of total Rose in garden ’B’, then find total flower in garden ’B’ is what percent more than total flower in garden ’A’?


a

15%

b

10%

c

20%

d

25%

e

30%


14.

If total number of flowers in garden ’B’ is 60% more than that of total number of flowers in garden ’A’, then find percentage of Lily in both gardens ’A’ & ’B’ taken together?


a

26 %

b

22 %

c

25 %

d

20 %

e

18 %


15.

If ratio between total number of flower in garden ’A’ & garden ’B’ is 3 : 4, then what is the percentage of total sunflower in garden ’A’ & garden ’B’ together?


a

917%9 frac{1}{7} \%

b

1317%13 frac{1}{7} \%

c

1117%11 frac{1}{7} \%

d

1517%15 frac{1}{7} \%

e

1717%17 frac{1}{7} \%


16.
Directions(Q.16 to Q.20 ):

The given table shows the number of people from form different regions of Delhi who have donated their blood. Table also shows the number of female in terms of percentage with respect to the number of males for a particular region.


Find the ratio of number of males from East Delhi to the number of males from South Delhi who have donated their blood?


a

2:3

b

4:5

c

3:4

d

1:1

e

5:6


17.

Total number of females who have donated their blood from North and South Delhi together is how much more or less than the number of males who have donated their blood from Delhi?


a

3000

b

2600

c

2400

d

2800

e

3200


18.

Find the average of the number of people who have donated their blood from all the from regions.


a

9720

b

9712.5

c

9720.5

d

9732.5

e

9722.5


19.

Number of females donors from North Delhi is how much percent more or less than the number of female donors from West Delhi?


a

35%35 \%

b

3717%37 frac{1}{7} \%

c

3557%35 frac{5}{7} \%

d

3637%36 frac{3}{7} \%

e

3767%37 frac{6}{7} \%


20.

Number of total donors from Delhi-NCR is 25% more than the number of male donors from East Delhi. Then find the difference of the number of donors from Delhi-NCR and North-Delhi.


a

75

b

100

c

200

d

150

e

250


21.
Directions(Q.21 to Q.25 ):

What will come in the place of question mark (?) in following number series.


24, 1354, 2081, 2421, ?, 2564


a

2542

b

2548

c

2540

d

2556

e

2560


22.

1727, 998, 509, 212, ?, 2


a

59

b

69

c

67

d

63

e

73


23.

56, 8, 48, 9.6, ?, 12.8


a

38.8

b

38.4

c

38.2

d

38.6

e

39.6


24.

16, 256, 2048, 8192, 16384, ?


a

16380

b

16396

c

16384

d

16388

e

16390


25.

96, 52, 84, 218, 773, ?


a

3486.5

b

3496.5

c

3490.5

d

3486.5

e

3488.5


26.

’A’ and ’B’ started a business together. A invested 25% more than B. After a year ’A’ got 15% of profit for managing business and rest profit is divided according to their investments. Find total profit earned by them if A’s share of profit is Rs.9520?


a

Rs.13,500

b

Rs.15,300

c

Rs.12,600

d

Rs.14,400

e

Rs.16,200


27.

Ratio between time taken to cover same distance in upstream to downstream is 2 : 1. If speed of stream is 4 km/hr then find time taken to cover 48km in upstream?


a

8 hours

b

6 hours

c

4 hours

d

3 hours

e

1.5 hours


28.

Length of a rectangle is same as side of square whose area is 784 cm2 while breadth of rectangle is same as side of another square whose perimeter is 88 cm. Find the area of rectangle?


a

616 cm2

b

336 cm2

c

396 cm2

d

624 cm2

e

1216 cm


29.

A cylinder is cut down from middle to make two cylinders. If total surface area of half cylinder is 308cm2 less than that of total surface area of full cylinder, then find the volume of full cylinder if radius of cylinder is 7cm?


a

1078 cm3

b

8624 cm3

c

539 cm3

d

4312 cm3

e

2156 cm3


30.

A man invests Rs. X in scheme ’A’ and Rs. 1.5X in scheme ’B’. Scheme ’A’ offers 20% p.a. at S.I and scheme ’B’ offers 10% p.a. at C.I. If total interest earned by him after 2 years is Rs. 572, then find the interest earned from scheme ’B’?


a

Rs. 252

b

Rs. 420

c

Rs. 168

d

Rs. 320

e

Rs. 336


31.

A train covers certain distance in two parts. Distance covered in first part is 200% more than the distance covered in second part while speed of train is in the ratio 2 : 1 in first and second part respectively. If average speed of train is 64 km/hr, then find the speed of train in first part? (in kmph)


a

40

b

30

c

80

d

50

e

100


32.

Present age of Amit is 50% more than Manish’s present age while 5 years ago Amit’s age was twice than that of Manish’s age at that time. Five years hence, sum of ages of Manish and Amit is equal to Lalit’s age at that time, then find present age of Lalit?


a

20

b

35

c

40

d

25

e

30


33.

Neha who is 50% more efficient than Ritu who take double time than Priya to complete a work. Neha can complete a work in ’x’ days while Priya can complete the same work in (x – 15) days. In how many days all three can completes the same work together?


a

30 days

b

36 days

c

20 days

d

22.5 days

e

18 days


34.

Retailer mark up an article 35% above its cost price and earn Rs 96 by giving 20% discount on the marked price. If he sells article at 15% discount on marked price then, find retailer’s profit on selling one article.


a

177

b

118

c

214

d

236

e

154


35.

Find the probability of forming a 2 digit number by using starting four prime number such that it is divisible by 3.


a

516frac{5}{16}

b

13frac{1}{3}

c

14frac{1}{4}

d

12frac{1}{2}

e

38frac{3}{8}


Rate This:
NaN / 5 - 1 votes