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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
User Nzondlo
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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.

User Lucas Watson
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8.7k points

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