Discussion
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- Question
- How many students are enrolled in painting Classes?
Options- A. 450
- B. 520
- C. 540
- D. 550
- Correct Answer
- 540
ExplanationNumber of students enrolled in Painting classes = % of students enrolled in Painting classes x 100/ Number of total students
Number of students enrolled in Painting classes = 3600 x 15/10 = 540 - 1. The number of students enrolled in Cooking classes is what percent of those enrolled in Dancing classes?
Options- A. 101.45
- B. 104.76
- C. 110.28
- D. 113.84 Discuss
- 2. 3% increase in the production of Cars of which colour along with red cars will make them 35% of the total cars?
Options- A. Black
- B. Blue
- C. Silver
- D. Yellow Discuss
- 3. The Cars of which colours together make them 50%?
Options- A. Blue, Black, Red
- B. White, Black, Red
- C. White, Blue, Green
- D. White, Sliver, blue Discuss
- 4. Which car is 40% more popular than black cars?
Options- A. Blue
- B. Brown
- C. Red
- D. Sliver Discuss
- 5. If the total production of cars during a certain period was 42000, how many more blue cars were sold in comparison to golden cars.
Options- A. 8400
- B. 12580
- C. 12850
- D. 13618 Discuss
- 6. What is the ratio of number of students enrolled in Singing and Dancing Classes together to those enrolled in Drama Classes respectively?
Options- A. 3 : 1
- B. 3 : 5
- C. 4 : 7
- D. 7 : 5 Discuss
- 7. What is the total number of students enrolled in Stitching and Drama Classes together?
Options- A. 648
- B. 684
- C. 846
- D. 864 Discuss
- 8. Number of students enrolled in Painting Classes are approximately what percent of those enrolled in Singing Classes?
Options- A. 72
- B. 78
- C. 83
- D. 92 Discuss
- 9. What is the number of male candidates qualified from state 'G'?
Options- A. 4536
- B. 4568
- C. 5454
- D. 5544 Discuss
- 10. Which of the following pair of states have equal number of qualified male candidates?
Options- A. A and E
- B. B and F
- C. C and E
- D. C and G Discuss
Pie Charts problems
Search Results
Correct Answer: 104.76
Explanation:
Required percentage = number of students enrolled in Cooking classes x 100/ number of students enrolled in Dance classes
Required percentage = 22 x 100/21 = 104.76
Correct Answer: Blue
Explanation:
If 3% increase in the production of Blue cars, then percentage of Blue cars = 12 + 3
Hence, percentage of (Blue + Red) cars = 15 + 20 = 35
Correct Answer: White, Black, Red
Explanation:
The percentage of White, Black and Red Cars = 25 + 20 + 5 = 50%
Correct Answer: Sliver
Explanation:
Let us assume the car which is 40% more popular than black is a and total number of car is P.
According to question,
(P x a/100 ) - (P x 5/100) = P x 5/100 x 40/100
P(a - 5)x1/100 = P x 5/100 x 40/100
(a - 5) = 5 x 40/100
(a - 5) = 200/100 = 2
a - 5 = 2
a = 2 + 5 = 7
40% more popular than Black cars = 7% popular Silver cars.
Correct Answer: 8400
Explanation:
Required difference = ( blue car % - golden car % )x420000/100
Required difference = (12 -10)/100 x 420000 = 2/100 x 420000 = 8400
Correct Answer: 3 : 1
Explanation:
Required ratio = ( % of students enrolled in Singing + % of students enrolled in Dancing classes)/% of students enrolled in Drama Classes
Required ratio = (18 + 21) : 13 = 39 : 13 = 3 : 1
Correct Answer: 864
Explanation:
The total number of students in Stitching and Drama Classes= ( % of students enrolled in Stitching + % of students enrolled in Drama classes) x 100/ Total number of students in all classes
Required number of students = (11 + 13) x 3600 / 100 = 24 x 36 = 864
Correct Answer: 83
Explanation:
Required percentage = % of students enrolled in Painting classes x 100/% of students enrolled in Singing classes
Required percentage = 15/18 x 100 = 83.33 = 83%
Correct Answer: 4536
Explanation:
Number of candidates appeared from State G = Total number of candidates x % of appeared students from state G.
Number of candidates appeared from State G = 3,00,000 x 7/100
Number of candidates qualified from State G = Number of candidates appeared from State G x % qualified from state G
Number of candidates qualified from State G = 3,00,000 x 7/100 x 48/100
Number of candidates qualified from State G = 30 x 7 x 48 = 10080
Number of male candidates qualified from State G = Number of candidates qualified from State G x Ratio of male qualified / total Ratio
Number of male candidates qualified from State G = 10080 x 9 /(9 + 11) = 10080 x 9/20 = 4536
Correct Answer: C and G
Explanation:
Qualified Male Candidates from different states
A ? 4/9 x 49/100 x 15/100 x 300000 = 9800
B ? 6/10 x 61/100 x 18/100 x 300000 = 19764
C ? 3/5 x 45/100 x 23/100 x 300000 = 18630
E ? x 7/13 x 65/100 x 12/100 x 300000 = 12600
F ? 11/19 x 57/100 x 19/100 x 300000 = 18810
G ? 9/20 x 48/100 x 7/100 x 300000 = 4536
Hence, State C and G have equal number of qualified male candidates
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