To draw a histogram, we will start by making a frequency table.

Frequency Table

Let's begin by identifying the maximum and minimum values from the given data. Then we can define the intervals for each line of our table.

141, 128, 132, 141, 152, 169, 121, 133, 131, 156, 142, 136, 135, 144, 135, 153

The minimum value is $121$ and the maximum is $169 .$ In this case, intervals of $10$ seem reasonable. Let's list the intervals in the first column of our frequency table.

Interval	Frequency
$120$ - $129$
$130$ - $139$
$140$ - $149$
$150$ - $159$
$160$ - $169$

Now, let's count the number of values in each interval.

141, 128, 132, 141, 152, 169, 121, 133, 131, 156, 142, 136, 135, 144, 135, 153

Looking at the data, we can see that there are

2

values in the first interval,

6

values in the second interval,

4

values in the third interval,

3

values in the fourth interval, and

1

value in the fifth interval. Now we can complete the second column of our table.

Interval	Frequency
$120$ - $129$	$2$
$130$ - $139$	$6$
$140$ - $149$	$4$
$150$ - $159$	$3$
$160$ - $169$	$1$

Histogram

Finally, let's construct the histogram. We will draw a bar for each interval that we used in the frequency table and make the height of each bar equal to the frequency of the interval. Keep in mind that the bars should touch but not overlap. Do not forget to label the axes!

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