Directions: Using the data from the graph answer the question below: Number of Employees working in 5 different sector: Find the number of males from sector Q. Ratio of number of male and female employees: 
Male Female P 6 7 Q 5 9 R 9 8 S 7 8 T 3 5
To find the number of males from sector Q, we need to use the total number of employees in sector Q and the given male-to-female ratio for sector Q.
- Total number of employees in sector Q is 700 as per the graph.
- The ratio of males to females in sector Q is given as 5:9.
- Let the number of males be \(5x\) and the number of females be \(9x\).
- The total number of employees equation will be: \(5x + 9x = 700\), which simplifies to: \(14x = 700\).
- Solving for \(x\), we get: \(x = \frac{700}{14} = 50\).
- Therefore, the number of males, \(5x\), is: \(5 \times 50 = 250\).
Thus, the number of males in sector Q is 250.
Important Questions from Tabulation
- An object is placed beyond the centre of curvature (C) of a concave mirror. The image formed will be now:
Directions:
Using the data from the graph answer the question below:
Find the total number of males from sector P and females from sector R together.
Ratio of number of male and female employees
Male Female P 6 7 Q 5 9 R 9 8 S 7 8 T 3 5 Directions:
Using the data from the graph answer the question below:
Find the ratio between number of males from the sector T to number of females from the sector S.
Directions:
Using the data from the graph answer the question below:
Find the total number of males from sector Q and females from sector P together.
Directions:
Study the following Bar-chart and the data provided to answer the questions that follow:
Investment, Turnover and Profit of four different companies A, B, C and D are given. (In Lakhs)
Out of the given four companies which one has highest profit proportion? (Profit proportion = Profit/Investment)
