In a company of 200 employees, 120 are females.

In a company of 200 employees, 120 are females. A total of 100 employees have advanced degrees and the rest have a college degree only. If 40 employees are males with a college degree only, how many employees are females with advanced degrees?

Answer/Solution

Steps/Work

The number of males is 200-120=80.
The number of males with advanced degrees is 80-40=40.
The number of females with advanced degrees is 100-40=60.
The answer is A.

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In a company of employees, are females. A total of employees have advanced degrees and the rest have a college degree only. If employees are males with a college degree only, how many employees are females with advanced degrees?

Calculated Answer

Step by Step Solution

In order to solve problem, you must evaluate n₂ - (n₀ - n₁ - n₃).

n₀ =	200
n₁ =	120
n₂ =	100
n₃ =	40

n₂ - (n₀ - n₁ - n₃)
Evaluate n₀ - n₁ = 80
n₂ - (80 - n₃)
Evaluate 80 - n₃ = 40
n₂ - 40
Evaluate n₂ - 40 = 60
60
The answer to the problem and the result of n₂ - (n₀ - n₁ - n₃) is 60

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Answer/Solution

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Calculated Answer

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