Question

Consider box plot given below:
​ c2-139347-1445338712939
Find the range.

A
505050
B
606060
C
707070
D
808080
(b)

Part B
Find the lower quartile.
​ Answer:

Answer 1

To determine the range and lower quartile from the box plot referenced, we would need to be able to see the plot itself to extract the relevant values (minimum, maximum, first quartile, median, and third quartile). Since I can't view images, let me provide a general guide on how to find the range and lower quartile from a box plot.

### Range
The range is calculated using the formula:
\[ \text{Range} = \text{Maximum} - \text{Minimum} \]

1. Identify the maximum value (the rightmost point of the whisker).
2. Identify the minimum value (the leftmost point of the whisker).
3. Subtract the minimum from the maximum.

### Lower Quartile (Q1)
The lower quartile (also known as Q1) is the value at the 25th percentile:

1. In the box plot, it typically corresponds to the left edge of the box.
2. To find Q1, locate this point on the horizontal axis of the box plot.

If you're provided with specific numerical values from the box plot, please share those, and I can help calculate the range and determine the lower quartile. Otherwise, you can use the guides above to find those values directly on the box plot.

If you have specific options for the range or quartile values that are supposed to be selected, please let me know, and I can help you narrow down the options based on calculations.