Answer
(a) $\$200,000$
(b) Number of degrees in a circle graph for each item (in order from top to bottom of the table):
$22.5^o, \space 72^o, \space 108^o, \space 90^o, \space 67.5^o$
(c) Refer to the circle graph below.
Work Step by Step
(a) The total sales can be found by adding the annual sales of the five categories to obtain:
Total sales = $\$(12,500+40,000+60,000+50,000+37,500)=\$200,000$
(b) The number of degrees in a circle for each item can be found by dividing the the annual sales in the category by the total sales and multiplying the result to 360 degrees:
Adventure classes: $=\dfrac{12500}{200000} \cdot 360 = 22.5$ degrees
Grocery and provision sales: $=\dfrac{40000}{200000} \cdot 360 = 72$ degrees
Equipment rentals: $=\dfrac{60000}{200000} \cdot 360 = 108$ degrees
Rafting tours: $=\dfrac{50000}{200000} \cdot 360 = 90$ degrees
Equipment sales: $=\dfrac{37500}{200000} \cdot 360 = 67.5$ degrees
(c) Make a circle graph by using the degree measure of each category. Use a protractor for accurate circle graph and label the parts.
(Refer to the circle graph in the answer part above.)
