The breakup of the total number of employees of a company working in different offices (A to E), in degrees is given in the pie chart.
Total number of employees = 2400.
If 40% of the number of employees in office A are shifted equally to office B and E, then what will be the sum of the number of employees in B and C?
Show answer & explanation
Correct answer: A
Explanation
The correct answer is option 1 i.e. 648
Calculations:
40% of the number of employees of office A
⇒ 40% of 126/300 × 2400 = 336
Number of employees shifted to offices B and E from A = 336/2 = 168
Required value of B = 2400 × (18/360) = 120
= 120 + 168 = 288
Required sum = Number of employees in B + number of employees in C
⇒ 288 + 360 = 648