Percentage Questions

Read the following passage and answer the given questions. Study the following given pie - charts carefully and answer the questions given below. The first pie chart represents the breakup of the number of employees working in different departments of an organization and the second pie chart represents the distribution of promotion of employees. <img src="/api/images/employee-department-distribution-and-promotion-pie-charts.png" alt="Pie charts displaying the breakup of 6,000 employees across departments and the distribution of 1,200 total promotions" width="300" height="200" loading="lazy" decoding="async" class="rounded border border-gray-300 mx-auto my-4" /> The total number of employees promoted in the Account, IT, and Sells department together is what percent of the total number of employees in these departments?

Read the following information carefully and answer the given questions. Some recruitment is done by three companies, i.e., P, Q and R. The number of vacancies in company P, Q, and R are 6, 12 and 2 respectively. The number of candidates, who got interview call for per vacancy in company P, Q and R are 60, 6x and 4x respectively. The total number of candidates applied in company R is 25% of the total number of candidates, applied in the company Q and three fifth of the total number of candidates applied in the company P. The difference between the number of candidates, who got interview calls in the company Q and R is 320. The number of candidates applied in company R is what percentage of the number of candidates applied in company P?

Direction: Answer the questions based on the information given below. The given line graph shows the revenue generated from debit card transactions and cash transactions for five different stores, A, B, C, D and E. <img src="/api/images/revenue-transactions-line-graph.png" alt="Line graph showing revenue generated from debit card transactions and cash transactions (in millions) for five different stores: A, B, C, D, and E, featuring data points in variables p and q." width="500" height="300" loading="lazy" decoding="async" class="rounded border border-gray-300 mx-auto my-4" /> Note: (a) If the total revenue generated worldwide (from debit card and cash transactions) is less than 400 million, then the store is given a '3' rating. (b) If the total revenue generated worldwide (from debit card and cash transactions) is between 400 million and 500 million, then the store is given a '2' rating. (c) If the total revenue generated worldwide (from debit card and cash transactions) is more than 500 million, then the store is given a '1' rating. (d) The sum of revenue from debit card transactions for stores 'A' and 'E' is 420 million, and the difference between the revenue from cash transactions for stores 'C' and 'D' is 48 million. For the store that received a '3' rating, out of the total revenue generated from debit card transaction, 60% was paid by males, and the rest was paid by females. Meanwhile, out of the total revenue generated from cash transactions, 25% was paid by males, and the rest was paid by females. Find the revenue generated worldwide from females for the store that received a '3' rating.

Direction: Answer the questions based on the information given below. The given line graph shows the revenue generated from debit card transactions and cash transactions for five different stores, A, B, C, D and E. <img src="/api/images/revenue-transactions-line-graph.png" alt="Line graph showing revenue generated from debit card transactions and cash transactions (in millions) for five different stores: A, B, C, D, and E, featuring data points in variables p and q." width="500" height="300" loading="lazy" decoding="async" class="rounded border border-gray-300 mx-auto my-4" /> Note: (a) If the total revenue generated worldwide (from debit card and cash transactions) is less than 400 million, then the store is given a '3' rating. (b) If the total revenue generated worldwide (from debit card and cash transactions) is between 400 million and 500 million, then the store is given a '2' rating. (c) If the total revenue generated worldwide (from debit card and cash transactions) is more than 500 million, then the store is given a '1' rating. (d) The sum of revenue from debit card transactions for stores 'A' and 'E' is 420 million, and the difference between the revenue from cash transactions for stores 'C' and 'D' is 48 million. Which of the given store is/are given the rating '2'?

Direction: Answer the questions based on the information given below. The given line graph shows the revenue generated from debit card transactions and cash transactions for five different stores, A, B, C, D and E. <img src="/api/images/revenue-transactions-line-graph.png" alt="Line graph showing revenue generated from debit card transactions and cash transactions (in millions) for five different stores: A, B, C, D, and E, featuring data points in variables p and q." width="500" height="300" loading="lazy" decoding="async" class="rounded border border-gray-300 mx-auto my-4" /> Note: (a) If the total revenue generated worldwide (from debit card and cash transactions) is less than 400 million, then the store is given a '3' rating. (b) If the total revenue generated worldwide (from debit card and cash transactions) is between 400 million and 500 million, then the store is given a '2' rating. (c) If the total revenue generated worldwide (from debit card and cash transactions) is more than 500 million, then the store is given a '1' rating. (d) The sum of revenue from debit card transactions for stores 'A' and 'E' is 420 million, and the difference between the revenue from cash transactions for stores 'C' and 'D' is 48 million. How much percent more is the total revenue generated worldwide for the stores that received a '1' rating compared to the revenue generated from cash transactions for store A?

Direction: Study the following data carefully and answer the questions accordingly. The given table shows data regarding the total number of vehicles (cars + motorcycles) in five different cities. It also displays the percentage/ number of cars and the percentage of motorcycles in each city relative to the total number of vehicles in that city. Some of the data is missing from the table. You need to calculate the missing data and answer the questions based on it. | Cities | Total number of vehicles in the cities | Percentage/ number of cars in the city | Percentage of motorcycles in the city | |---|---|---|---| | Pune | ___ | 480 | ___ | | Delhi | ___ | 600 | 25% | | Jaipur | ___ | 30% | ___ | | Punjab | 900 | ___ | ___ | | Haryana | ___ | ___ | 60% | Let '$a$' represent the difference between the number of cars and motorcycles in the city of 'Jaipur,' and '$b$' represent the total number of vehicles in the city of 'Jaipur.' Which of the following options accurately expresses the relationship between '$a$' and '$b$'?

Direction: Study the following data carefully and answer the questions accordingly. The given table shows data regarding the total number of vehicles (cars + motorcycles) in five different cities. It also displays the percentage/ number of cars and the percentage of motorcycles in each city relative to the total number of vehicles in that city. Some of the data is missing from the table. You need to calculate the missing data and answer the questions based on it. | Cities | Total number of vehicles in the cities | Percentage/ number of cars in the city | Percentage of motorcycles in the city | |---|---|---|---| | Pune | ___ | 480 | ___ | | Delhi | ___ | 600 | 25% | | Jaipur | ___ | 30% | ___ | | Punjab | 900 | ___ | ___ | | Haryana | ___ | ___ | 60% | Suppose the number of vehicles in the city of 'Punjab' is 25% less than the number of vehicles in the city of 'Pune', what is the percentage of motorcycles among the total number of vehicles in Pune?

Direction: Study the following data carefully and answer the questions accordingly. The given table shows data regarding the total number of vehicles (cars + motorcycles) in five different cities. It also displays the percentage/ number of cars and the percentage of motorcycles in each city relative to the total number of vehicles in that city. Some of the data is missing from the table. You need to calculate the missing data and answer the questions based on it. | Cities | Total number of vehicles in the cities | Percentage/ number of cars in the city | Percentage of motorcycles in the city | |---|---|---|---| | Pune | ___ | 480 | ___ | | Delhi | ___ | 600 | 25% | | Jaipur | ___ | 30% | ___ | | Punjab | 900 | ___ | ___ | | Haryana | ___ | ___ | 60% | Suppose the ratio of the number of cars in cities 'Jaipur' and 'Punjab' is 5 : 9, and the difference between the number of motorcycles in city 'Jaipur' and 'Punjab' is 340, what is the total number of vehicles in city 'Jaipur'?

Direction: Study the following information carefully and answer the questions. The following pie chart shows the distribution of the number of laptops sold by five stores. <img src="/api/images/laptop-sales-distribution-pie-chart.png" alt="Pie chart showing the distribution of the number of laptops sold by five different stores: Store A, Store B, Store C, Store D, and Store E, featuring data points in percentages and degrees with variables y and z." width="500" height="400" loading="lazy" decoding="async" class="rounded border border-gray-300 mx-auto my-4" /> Conditions: I. The total number of laptops sold by all the five stores (A, B, C, D and E) taken together is 7200. II. $(19z - 4y) = 42$ III. $z^2 + 2z - 224 = 0$ Note: The values given in the above given pie chart in the form of degree or percentage form cannot be negative. If 38% of the all laptops sold by store E are gaming laptops and remaining are non gaming laptops, then find out the number of non gaming laptops sold by store E.

Direction :"You are presented with two quantities, labeled as Quantity I and Quantity II. Your task is to solve both quantities and determine the correct relationship between Quantity I and Quantity II. After solving, choose the appropriate option that describes the relationship correctly." Quantity-I: The monthly income of Tarun is ₹(z + 3300). He spent 'y'% on education and (1/3) of the remaining was spent on house rent. After that ₹652 was spent on travelling and (y + 14)% of the remaining was saved in bank and remaining was saved in the post office. If the amount spent on house rent by him is ₹12826 and (7y² – 476y + 8092 = 0), then find out the 2.5% of 'z'. Quantity-II: If 1.2P² = 2268750, then find out the value of 'P'.