How many employees get to work in more than $100$ minutes?

20

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15

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4

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58

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Solution

The correct option is C $4$
From the histogram, we can observe the class width of:
$100 - 120$ minutes $= 4$ employees.
Therefore, number of employees get into work in more than $100$ minutes $= 4$ .
So, $4$ employees get into work more than $100$ minutes.

Hence, option $C$ is correct.

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Q. Employees at a Hospital

Years Worked	Nurse	Doctor	Technician	Total
Less than $2$	$20$	$10$	$20$	$50$
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More than $10$	$12$	$10$	$12$	$34$
Total	$60$	$53$	$60$	$173$

The table above shows the years worked by employees at a hospital. Calculate the probability that a technician has worked for

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How many employees get to work in more than 100 minutes?

The correct option is C 4From the histogram, we can observe the class width of:100−120 minutes =4 employees.Therefore, number of employees get into work in more than 100 minutes =4.So, 4 employees get into work more than 100 minutes.Hence, option C is correct.

How many employees get to work in more than $100$ minutes?

The correct option is C $4$
From the histogram, we can observe the class width of:
$100 - 120$ minutes $= 4$ employees.
Therefore, number of employees get into work in more than $100$ minutes $= 4$ .
So, $4$ employees get into work more than $100$ minutes.

Hence, option $C$ is correct.