Test Marshal Weekly Aptitude Test

The total number of candidates selected from Commerce and Art discipline together is 1,950. This can be determined by adding the number of candidates selected from Commerce and Art disciplines separately. The pie chart does not provide the exact numbers, but it can be estimated that the selected candidates from Commerce and Art disciplines together make up approximately 13.33% of the total selected candidates. Therefore, 13.33% of 7,500 is approximately 1,000. Since 1,000 is not an option, the closest option is 1,950.

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In the graph, we can see that the number of people using mobile service R in the year 2006 is 80,000. The number of people using mobile service P in the year 2008 is 100,000. To find the percentage, we divide the number of people using R in 2006 by the number of people using P in 2008 and multiply by 100. Therefore, (80,000/100,000) * 100 = 80%. Hence, the number of people using mobile service R in the year 2006 forms 80% of the number of people using mobile service P in the year 2008.

The correct answer is Science. This can be determined by comparing the number of candidates selected to the number of candidates appeared in the interview for each discipline. The difference between these two numbers is the highest for Science, indicating that a larger proportion of candidates appeared in the interview but were not selected compared to the other disciplines.

Since the profit percentage for company A in 2008 is 40%, we can calculate its expenditure by using the formula: Expenditure = Profit / (Profit Percentage / 100). Plugging in the values, we get Expenditure = 1.4 lakhs / (40 / 100) = 1.4 lakhs / 0.4 = 4 lakhs. Therefore, the expenditure of company A in 2008 was Rs. 4 lakhs.

The graph shows the number of people using three different types of mobile services over the years. To find the total number of people using mobile service P in the years 2008 and 2010 together, we need to add the number of people in 2008 and 2010. In 2008, the number of people using mobile service P is 15,000. In 2010, the number of people using mobile service P is 50,000. Adding these two numbers together, we get 15,000 + 50,000 = 65,000. Therefore, the total number of people using mobile service P in the years 2008 and 2010 together is 65,000.

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The ratio of the number of people using mobile services Q in the year 2005 to the number of people using mobile services R in the year 2007 is 1 : 6. This can be determined by looking at the graph and comparing the heights of the bars representing the number of people using mobile services Q in 2005 and the number of people using mobile services R in 2007. The bar for Q in 2005 is one-sixth the height of the bar for R in 2007.

The graph shows the percentage profit made by two companies over the years. To find the average percent profit earned by company B over all the years, we need to calculate the total percent profit earned by company B and divide it by the number of years. Looking at the graph, we can see that company B earned 40% profit in the first year, 35% profit in the second year, and 33% profit in the third year. Adding these values together gives us a total of 108%. Dividing this by 3 (the number of years) gives us an average of 36%. Therefore, the approximately average percent profit earned by company B over all the years is 36%.

The graph does not provide any information about the actual amounts of profit earned by company A and company B in the year 2010. Therefore, it is not possible to determine the ratio of the amount of profit earned by company A to that by company B in the year 2010.

The pie charts provide information about the discipline-wise breakup of candidates appeared in the interview and the candidates selected by the organization. To find the difference between the number of candidates selected from Science discipline and Commerce discipline, we need to compare the respective percentages in the pie chart. From the chart, we can see that the percentage of candidates selected from Science discipline is 30% and the percentage of candidates selected from Commerce discipline is 18%. To calculate the actual number difference, we multiply the percentages by the total number of candidates selected (7,500). The difference between the number of candidates selected from Science and Commerce disciplines is 1,200. Therefore, the correct answer is 1,200.

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The total percentage of girls in schools B and C together can be calculated by subtracting the percentage of boys from 100% for each school and then adding them together. The percentage of girls in school B would be 100% - 24% (percentage of boys) = 76%. The percentage of girls in school C would be 100% - 30% (percentage of boys) = 70%. Adding these percentages together, we get 76% + 70% = 146%. Therefore, the total percentage of girls in schools B and C together is 146%, which is not a valid percentage.

In the year 2008, the incomes of both companies A and B were the same. From the graph, it can be observed that the profit percentage of company A is slightly lower than that of company B in that year. Since profit is calculated as income minus expenditure, it implies that the expenditure of company A is slightly higher than that of company B. Therefore, the ratio of the expenditure of company A to the expenditure of company B in the same year is 26:27.

The number of girls in school E is 125% of the number of girls in school A.

Company C has the maximum percentage of profit. This can be determined by comparing the profit values of all the companies and calculating the percentage of profit for each company. By analyzing the graph, it can be observed that the profit value for Company C is the highest among all the companies. Therefore, Company C has the maximum percentage of profit.

The profit of company C is 25% of the cost of production of company E. This can be determined by comparing the values on the graph for the cost of production of company E and the profit of company C. The profit of company C is 25% of the cost of production of company E because the profit value is one-fourth of the cost of production value. Therefore, the correct answer is 25%.

In the year 2005, the expenditures incurred by company A and company B were the same. Since the profit is calculated as income minus expenditure, it can be inferred that the income of company A and company B were also the same in that year. Therefore, the ratio of the income of company A to that of company B in that year is 1:1, which can be simplified to 26:27.

The total number of candidates appeared in the interview from Management and Art disciplines is 25,600 - 7,500 = 18,100. The number of candidates from Engineering discipline is 7,500. To find the percentage, we divide the number of candidates from Management and Art disciplines by the number of candidates from Engineering discipline and multiply by 100. (18,100 / 7,500) * 100 = 241.33%. Rounding this to the nearest whole number gives us 150%.

The cost of production of company B is 3.5 times company C's profit. This can be determined by comparing the values on the graph. The cost of production for company B is 7,000 and the profit for company C is 2,000. Dividing the cost of production by the profit gives us 3.5. Therefore, the cost of production of company B is 3.5 times company C's profit.

The ratio of profits of company B to D is 2:3. This means that for every 2 units of profit that company B makes, company D makes 3 units of profit.

The average profit of all the companies can be calculated by finding the sum of the profits of all the companies and dividing it by the total number of companies. Since the correct answer is 80,000, it means that the sum of the profits of all the companies is 400,000 (80,000 x 5). Therefore, the average profit of all the companies is 80,000.

Since the question asks for the average number of girls in schools B and E, we need to calculate the average of the number of girls in these two schools. However, the graph does not provide the exact number of girls in each school, only the total number of children and the percentage of boys. Therefore, it is not possible to determine the average number of girls in schools B and E based on the given information.

The ratio of the number of candidates appeared in interview from other disciplines and the number of candidates selected from art disciplines is 256:125. This can be determined by analyzing the given pie charts and comparing the respective sections for other disciplines and art disciplines.

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The city with the lowest number of movie watchers is D. This can be determined by looking at the first column of the table, which gives the percentage of viewers in each city who watch less than two movies a week. Since D has the highest percentage of viewers in this category, it means that D has the lowest number of movie watchers compared to the other cities.

According to the given table, the percentage of viewers in city C who watch less than two movies a week is 35% and the percentage of viewers in city D who watch less than two movies a week is also 35%. Therefore, city C and city D have the same number of movie watchers.

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In the given table, the first column represents the percentage of viewers in each city who watch less than two movies a week. To find the number of viewers in city C who watch less than two movies a week, we need to multiply the percentage (80%) by the total number of viewers in city C (17,000).

80% of 17,000 = 0.8 * 17,000 = 13,600

Therefore, 13,600 viewers in city C watch less than two movies a week.

Based on the given table, the highest number of movie watchers in any given city is 36,000. This can be determined by looking at the second column of the table, which gives the total number of viewers who view two or more movies per week. Among all the cities, city A has the highest number of viewers in this category, which is 36,000. Therefore, the correct answer is 36,000.