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7 votes
Find the area...

A. 54 sq in
B. 60 sq in
C. 72 sq in

Find the area... A. 54 sq in B. 60 sq in C. 72 sq in-example-1

2 Answers

9 votes

Answer:

60 sq inches

Explanation:

Okay, here we are given two different shapes. One being a rectangle, and the other being a triangle. We are trying to find the area of the two shapes combined and in order to do so here are the steps:

The area of a rectangle is as follows:


b*h=A

The area of a triangle is as follows:


A= (1)/(2) b*h\\or \\A=(b*h)/(2)

Note: Notice how rectancgles have coensideing sides. Meaning that the opposite side of 9in will be 9 in and the opposite side of 6 in will be 6in.

Now lets solve the problem:


b*h =A\\6*9=54 sq inches\\A=(1)/(2) b*h\\A=(1)/(2) 6*2\\A=(1)/(2)(12)\\A=6 sq inches\\6+54=60 sq inches

I would be happy to help you with any future questions you might have, and I hop this provided some clarification for you. :D

User Navneet Nandan Jha
by
3.4k points
6 votes
A. 54 sq in

6 in. times 9 in. = 54 sq in
User Psychotik
by
3.9k points