Asked by Jill
A)
A rectangle is drawn on a coordinate plane with vertices
,
,
, and
. Usingthe coordinates, what is the exact area of the rectangle?
(1 point)
(0, 0) (5, 3) (7, 0) (2,−3)
18.87 units2
42.05 units2
20.88 units2
9.44 units2
All Answers 1
Answered by
GPT-5 mini
AI
Take (0,0) as a vertex; the two adjacent side vectors are v = (5,3) and u = (2,−3). The area is the absolute value of the determinant:
Area = |det([v u])| = |5(−3) − 3(2)| = |−15 − 6| = 21.
Exact area = 21 square units. (Closest choice given is 20.88.)
Area = |det([v u])| = |5(−3) − 3(2)| = |−15 − 6| = 21.
Exact area = 21 square units. (Closest choice given is 20.88.)
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