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- Question
- Expenditure of company B in years 2003 and 2004 were in the ratio of 5 : 7 respectively. What was the respective ratio of their incomes?
Options- A. 8 : 13
- B. 10 : 13
- C. 11 : 14
- D. 13 : 14
- Correct Answer
- 10 : 13
ExplanationLet expenditures of Company B in 2003 and 2004 are Rs. 5x and Rs. 7x respectively; then
their income in 2003, I1= 5x + 40/100 x 5x = Rs. 7x
Also their income in 204, I2 = 7x + 30/100 x 7x = Rs. 91x/10
Hence, the required ratio = 7x : 91x/10 = 10 : 13 - 1. What is the average number of buildings demolished across the cities?
Options- A. 115
- B. 125
- C. 132
- D. 135 Discuss
- 2. The total number of buildings constructed across the cities is approximately what per cent of the total number of buildings redeveloped across the cities?
Options- A. 73
- B. 74
- C. 79
- D. 89 Discuss
- 3. What is the difference between the total constructions (constructed, demolished and redeveloped) in city Q and city T?
Options- A. 125
- B. 175
- C. 180
- D. 200 Discuss
- 4. What is the respective ratio of the number of building demolished in city T to the number of buildings redeveloped in city P?
Options- A. 1 : 2
- B. 2 : 3
- C. 3 : 5
- D. 7 : 12 Discuss
- 5. What is the approximate average number of constructions (constructed, demolished and redeveloped) in the city R?
Options- A. 198
- B. 208
- C. 216
- D. 222 Discuss
- 6. Expenditure of company B in 2006 was 90% of its expenditure in 2005. Income of Company B in 2006 was what percent of its income in 2005?
Options- A. 962/3
- B. 991/3
- C. 121.5
- D. 130.5 Discuss
- 7. If the income of A in 2005 was Rs. 1,42,500 what was its expenditure in that year?
Options- A. Rs. 95000
- B. Rs. 95500
- C. Rs. 99,500
- D. Rs. 1,05,000 Discuss
- 8. If the experditure of company 'A' in 2004 was Rs. 75 lakhs and income of Company A in 2004 was equal to its experditure in 2005. What was the total income (in lakhs Rs) of the company A in 2004 and 2005 together?
Options- A. 131.25
- B. 175
- C. 218.75
- D. 234.37 Discuss
- 9. Total expenditure of Companies A & B together in 2008 was Rs. 13.5 lakhs. What was the total income of the two companies (in lakh Rs.) in that year?
Options- A. 19.75
- B. 20.25
- C. 19.575
- D. Cannot be determined Discuss
- 10. Which year has the highest percent increase/decrease in exports as compared to the previous year?
Options- A. 2004
- B. 2005
- C. 2007
- D. 2008 Discuss
Line chart problems
Search Results
Correct Answer: 125
Explanation:
Average number of building = number of building across the cities (P + Q + R + S + T )/5
Average number of building = 50 + 175 + 150 + 75 + 175/5 = 625/5 = 125
Correct Answer: 79
Explanation:
Total number of buildings constructed across the cities = 200 + 100 + 225 + 300 = 1100
Total number of buildings redeveloped across the cities = 300 + 275 + 250 = 1400
Required percentage = 1100 x 100 /1400 = 78.57% approx. 79%
Correct Answer: 175
Explanation:
Total constructions in City Q = constructed building + demolished building + redeveloped building
Total constructions in City Q = 100 + 175 + 275 = 550
Total constructions in City T = constructed building + demolished building + redeveloped building
Total constructions in City T = 175 + 250 + 300 = 725
Their difference = 725 - 550 = 175
Correct Answer: 7 : 12
Explanation:
Required ratio = number of building demolished in City T / number of buildings redeveloped in city P
Required ratio = 175 : 300 = 7 : 12
Correct Answer: 208
Explanation:
Average number of constructions in City R = (number of constructed building + number of demolished building + number of redeveloped building )/3
Average number of constructions in City R = 150 + 225 + 250/3 = 625/3 = 208.33 Approximate 208 %
Correct Answer: 962/3
Explanation:
Let expenditure of company B in 2005 = Rs. x; then
I1(Income) = x + 35/100 x = Rs. 27x/20
Since . expenditure of company B in 2006 = 90/100 x Rs. x = Rs. 9x/10.then
I2(Income ) = 9x/10 + 45/100 x 9x/10 = 9x/10 +81x/200 = Rs. 261x/200
Hence, required percentage = 261x/200/27x20 x 100 = 290/3 = 962/3%
Correct Answer: Rs. 95000
Explanation:
Expenditure = Income - Profit
As per given graph in question,
Income in 2005 = 1,42,500 Rs.
Profit in 2005 = 50%
Let expenditure of Company A in 2005 = Rs. E; then
E + E x 50/ 100 =142500
? E + E x 1/2 =142500
? (2E + E)/2 =142500
? 3E =142500 x 2
? E =142500 x 2/ 3
? E = 47500 x 2
? E = Rs. 95000
Correct Answer: 234.37
Explanation:
In 2004, expenditure of Company 'A' = Rs. 75 lakh
Since, income of the company 'A' in 2004 = 75 + 25/100 x 75 = Rs. 93.75 lakhs
Now, expenditure of the 'A' in 2005 = Rs. 93.75 lakhs
Since, their income = 93.75 + 50/100 x 93.75 = Rs. 140.62 lakhs
Hence total income for both the years = 93.75 + 140.62 = Rs. 234.37 lakhs
Correct Answer: Cannot be determined
Explanation:
Here total experditure of both companies are given while their individual expenditures are needed to determine their incomes, Since their total income of the two companies can not be determined by the given datas
Correct Answer: 2005
Explanation:
As we see in the graph the Export graph is higher for 2003 to 2004 years. So we will calculate for this year.
Required percentage for 2004 = (Export in 2004 - Export in 2003) x 100/Export in 2004
Required percentage for 2004 = (600 - 200) x 100/200 = 200%
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