Bunuel
After the yearly performance appraisal, Boogle, fired 25% of its senior software engineers. What percentage of employees are senior software engineers and still working at Boogle? Assume that no other employees were fired from any other departments.
(1) Boogle had total 45,000 employees.
(2) Before firing, out of all employees, 35% of the employees were senior software engineers.
Statement 1(1) Boogle had total 45,000 employees.We know from the premise at 1/4th of senior software engineers were fired. However, we don't know how many SSEs were present in Boogle.
Hence this statement is not sufficient.
Statement 2Before firing, out of all employees, 35% of the employees were senior software engineers..Let the number of employees before firing = x
SSEs (Before Firing) = \(0.35 * x\)
SSEs(After Firing) = \(\frac{3}{4} * 0.35x = 0.75 * 0.35 * x\)
Percentage of employees are senior software engineers and still working at Boogle = \(\frac{0.75 * 0.35 * x }{ x} \) * 100
We can find the percentage.
Sufficient.
Option B