What is the area of the composite figure whose vertices have the following coordinates?

(-4, 3), (2, 3), (4, - 1), (0, - 3), (-2, - 1)

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units²

Area of the composite figure: A=?

A=A1+A2

Area of the parallelogram: A1

Area of the triangle: A2

A1=b*h1

b=2 - (-4) = 2+4→b=6 or

b=4 - (-2) = 4+2→b=6

h1=3 - (-1) = 3+1→h1=4

A1=b*h1=6*4→A1=24

A2=b*h2/2

h2=-1 - (-3) = - 1+3→h2=2

A2=6*2/2→A2=6

A=A1+A2

A=24+6

A=30

Answer: The area of the composite figure is 30 units²