Question : In an office of 900 employees, on a particular day, except for 10% of the female employees, all employees were present. On the next day, except for 8% of the male employees, all employees were present. The number of employees present on each of these two days was the same. Find the total number of male employees on the payroll of this office.
Option 1: 550
Option 2: 450
Option 3: 800
Option 4: 500
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Correct Answer: 500
Solution : Given: Total employees = 900 Let the total male and female employees be 10$M$ and 10$F$. According to the question, 10$M$ + 9$F$ = 9.2$M$ + 10$F$ ⇒ 0.8$M$ = 1$F$ ⇒ $\frac{M}{F} = \frac{5}{4}$ ⇒ Ratio of male and female = 5 : 4 So, Total number of male employees = 900 × $\frac{5}{9}$ = 500 Hence, the correct answer is 500.
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Question : In a company of 6400 employees the ratio of male and female employees is 5 : 3. What will be the number of male employees in the company?
Option 1: 4000
Option 2: 4500
Option 3: 3000
Option 4: 3500
Question : The difference between 73% of a number and 45% of the same number is 112. Find the number.
Option 1: 450
Option 2: 400
Option 3: 500
Option 4: 550
Question : 42 boys can complete a piece of work in 20 days working 8 hours per day. In how many days can 14 boys complete the same work, each boy working 12 hours per day?
Option 1: 39 days
Option 2: 40 days
Option 3: 41 days
Option 4: 42 days
Question : A sum of money at simple interest amounts to INR 800 in 3 years and to INR 900 in 4 years. The sum is:
Option 1: INR 800
Option 2: INR 600
Option 3: INR 500
Option 4: INR 700
Question : The pie chart given below shows the number of employees in 6 different companies. The total number of employees in all these 6 companies is 15840. The number of employees in a particular company is shown in terms of degree with respect to the total number of employees in all these 6 companies. $J_1$ = The total number of employees in P, Q, S, T and U. $J_2$ = The difference between the total number of employees in P and Q and the total number of employees in T and U. What is the value of $\left(J_1+J_2\right)$?
Option 1: 19404
Option 2: 6600
Option 3: 16302
Option 4: 12804
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