The coordinates below are the three vertices of a rectangle. Identify the fourth coordinate and the area of the rectangle.

(2, 7), 28 units squared
(2, 7), 45 units squared
(7, 2), 28 units squared
(7, 2), 45 units squared

The coordinates below are the three vertices of a rectangle Identify the fourth coordinate and the area of the rectangle 2 7 28 units squared 2 7 45 units squar class=

Respuesta :

(7,2) 45 units squared.

The fourth coordinate and the area of rectangle ABCD in the diagram given are: D. (7, 2), 45 units squared.

What is the Area of a Rectangle?

Area of a Rectangle = (length)(width)

A rectangle has two opposite sides that are equal and parallel to each other. Therefore, the point of the fourth coordinate that would make ABCD a rectangle is (7, 2).

Area = (AB)(BC)

AB = 5 units

BC = 9 units

Area of rectangle ABCD = (5)(9) = 45 units squared.

The answer is: D. (7, 2), 45 units squared

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