asked 120k views
2 votes
Three of these methods gives the correct area of the figure. Which method does NOT?

A. add the areas of two half circles and a trapezoid B. add the areas of a circle, a rectangle and two triangles C. add the areas of a circle and a rectangle. then subtract the area of a trapezoid D. add the areas of two half circles and a rectangle. then subtract the area of a trapezoid

Three of these methods gives the correct area of the figure. Which method does NOT-example-1
asked
User Nzondlo
by
8.2k points

1 Answer

5 votes

Ah hah ! NOW I see it. Thanks to BellBell for a good link.

My first impression is a dog bone standing up on one end.

You're talking about the area of the figure, so I'll think that over
before I look at the choices.

I see:

-- 2 semi-circles = 1 whole circle.
and
-- (1 rectangle) minus (a trapezoid).

Now I'll look through the choices.

A). No good. The trapezoid is cut OUT of the figure,
and shouldn't be added into it.

B). Oh ! Yes ! I didn't look at it that way at first, but
I can see how that works. 'B' is good.

C). and D). Yes. This was my description above.

So 'A' is the method that's wrong.

answered
User Lucas Watson
by
8.7k points

No related questions found

Welcome to Qamnty — a place to ask, share, and grow together. Join our community and get real answers from real people.