85.9k views
5 votes
Graph each figure on the coordinate plane. Then find the perimeter

#4:
A(-4,2), B(3,2), C(3,-5), D(-4,-5)
Perimeter:
units *
Your answer​

1 Answer

9 votes

Answer:


\boxed{\blue{ \sf Perimeter \ of \ the \ figure \ will \ be \ 28 units . }}

Explanation:

Given points to us are ,


\qquad A(-4,2) \\\qquad B(3,2)\\\qquad C(3,-5) \\\qquad D(-4,-5)

For the graph refer to the attachment .

On plotting the graph we see that , it forms a shape of a square .

And , Distance between two points is 4 + 3 = 7 units .

And , the perimeter of square is given by ,


\qquad \boxed{\red{\sf Perimeter_(square)=4(side) }}


\implies Perimeter_(square)=4(side) \\\\ \implies Perimeter= 4 * 7 units \\\\\boxed{\pink{\tt \implies Perimeter_(square)=28 \:units . }}

Hence the perimeter of the figure is 28 units .

Graph each figure on the coordinate plane. Then find the perimeter #4: A(-4,2), B-example-1
User Chad Carisch
by
3.1k points