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- Question
- The cost of production of both items together by company E is equal to the total cost of production of both items together by which of the two companies?
Options- A. C and D
- B. B and G
- C. A and D
- D. C and F
- Correct Answer
- C and F
ExplanationFrom above given data ,
Since , The cost of production of both items together by company E is equal to the total cost of production of both items together by C and F of the two companies.
Required answer will be C and F . - 1. The country spent the same amount of money on :
Options- A. Hockey and Tennis
- B. Golf and Basketball
- C. Cricket and Football
- D. Hockey and Golf. Discuss
- 2. The ratio of total number of students in II and I is :
Options- A. 1 : 2
- B. 9 : 20
- C. 19 : 7
- D. 21 : 10 Discuss
- 3. If the total amount spent on sports during the year was Rs. 1,20,00,000. how much was spent on basketball?
Options- A. Rs. 16,00,000
- B. Rs. 18,00,000
- C. Rs. 3,00,000
- D. Rs. 15,00,000 Discuss
- 4. Number of unit sold by company B in the year 2005 is what percent of the total number of units sold by all the companies together in the year?
Options- A. 12.5
- B. 12.76
- C. 15.5
- D. 20 Discuss
- 5. The average highest marks in English in 1992, 1993 and 1996 was exactly equal to the highest marks in Hindi in which of the following years?
Options- A. 1996
- B. 1997
- C. 1994
- D. 1996 Discuss
- 6. Mr X wants to travel a distance of 8 Km by Type A vehicle. How much more money will be required to be spent if he decides to travel by Type B vehicle instead of Type A?
Options- A. $ 16
- B. $ 12.50
- C. $ 14
- D. $ 13.50 Discuss
- 7. Average number of men per interval who participated in this survey is :
Options- A. 200
- B. 180
- C. 214
- D. 194 Discuss
- 8. The state which is the largest producer of rice is :
Options- A. A
- B. B
- C. C
- D. D Discuss
- 9. The aggregate pass percentage during the 3 years was
Options- A. 82 44 % 113
- B. 82 55 % 113
- C. 80 60 % 113
- D. 77 29 % 113 Discuss
- 10. Average pass percentage of boy in classes II and III is equal to average pass percentage of girls in which of the following classes?
Options- A. II - VI
- B. I - V
- C. VI - VII
- D. V- VI Discuss
More questions
Correct Answer: Golf and Basketball
Explanation:
As per given graph, we can see that the % spending for following sports are same.
Tennis = 10 % and Others = 10 %.
Golf = 12.5 % and Basketball = 12.5 %
Football = 15% and Hockey = 15 %
The country spent the same amount of money on Golf and Basketball , which is 12.5% in each .
So , Answer will be Golf and Basketball .
Correct Answer: 9 : 20
Explanation:
From above given table ,
Total number of students in II = 100 + 200 + 200 + 100 + 100 + 100 + 100 = 900
Total number of students in I = 200 + 300 + 500 + 100 + 400 + 300 + 200 = 2000
? Required ratio = total number of students in II : total number of students in I
Required ratio = 900 : 2000 = 9 : 20
Correct Answer: Rs. 15,00,000
Explanation:
According to question, Total spent 100% = 1,20,00,000
According to graph,
? Expenditure on the game of Basketball = 121/2 %
? The Amount spend on the game of Basketball = 121/2% of 1,20,00,000 = 25 x 1,20,00,000/100 = Rs. 15,00,000
Correct Answer: 12.5
Explanation:
In 2005, total number of units sold by all the companies = Total number of units sold by ( Company A + Company B + Company C + Company D + Company E + Company F )
In 2005, total number of units sold by all the companies = 143 + 85 + 100 + 78 + 154 + 120 = 680
Hence, required percentage = Number of units sold by company B x 100/ Total number of units sold by all the companies in 2005
Hence, required percentage = 85 x 100 /680 = 12.5%
Correct Answer:
Explanation:
Correct Answer: $ 12.50
Explanation:
Correct Answer: 214
Explanation:
Correct Answer: B
Explanation:
From the given Bar graph, we can see that the Highest graph for Rice in all state will give the maximum production of Rice. The production of rice is the Highest in state B.
Hence the state B is the largest producer of rice .
i.e. State B ? 10 Lakhs tonnes
Correct Answer: 80 60 % 113
Explanation:
Correct Answer: VI - VII
Explanation:
As per graph
Average pass percentage of the boys in classes II and III = 70 + 50/2 = 120/2 = 60%
As per given graph we can find that
Average pass percentage of the boys in classes VI and Vii = 50 + 70/2 = 60%
Therefore. average pass percentage of boys in classes II and III is equal to the average pass percentage of girls in classes VI and VII.
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