The required probability that she works on Shift 2 is 3/8. Option C is correct.
The table below gives the number of men and women who work on the three shifts at Factory X. Each worker at the factory work on exactly one of the shifts. A worker is to be chosen at random from the factory. If the worker chosen is a woman, what is the probability that she works on Shift2 is to be determined.
What is probability?
Probability can be defined as the ratio of favorable outcomes to the total number of events.
The total number of women working in all the 3 shifts = 560
number of women working in shift 2 = 210
probability of women chosen to work in shift 2 = 210/560
= 3/8
Thus, the required probability that she works on Shift 2 is 3/8. Option C is correct.
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