Unit 8 - Checkpoint
Score: 88/100 12/13 answered
Question 13
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Joe-Bob's neighbor Daisy-Bo is leaving town for two months and asks Joe-Bob to keep an eye on her house.
Never one to miss an opportunity to make money from his couch, Joe-Bob decides that her lawn is the
perfect location for a temporary car parking lot for paying customers.
The lawn is a four-sided polygon with sequential side lengths of $a = 17.5$, $b = 20.7$, $c = 22.5$, and
$d = 25$ (all measured in yards). The angle between the two shortest sides is $\theta = 116^\circ$. Joe-Bob never
applied himself in math class, so it is up to you, dear student, to determine the area of the lawn to be
converted into a parking lot, rounded to the nearest square yard.
Area = $yd^2$