Asked by Baby_Banana
Find the area of the irregular shape. Round to the nearest tenth.
There's a semi-circle on top of a rectangle with 8 as the base and 5 as the height.
A. 90.2 sq cm
B. 241 sq cm
C. 65.1 sq cm
D. 72.3 sq cm
Find the area of blue portion of the irregular shape. Round your answer to the nearest tenth.
A circle inside of a square, the circle has a radius of 2 in.
A. 2.7 sq in
B. 9.7 sq in
C. 3.4 sq in
D. 8.3 sq in
I'm having a hard time solving these two, if you could be so kind as to walk me through it, please do.
There's a semi-circle on top of a rectangle with 8 as the base and 5 as the height.
A. 90.2 sq cm
B. 241 sq cm
C. 65.1 sq cm
D. 72.3 sq cm
Find the area of blue portion of the irregular shape. Round your answer to the nearest tenth.
A circle inside of a square, the circle has a radius of 2 in.
A. 2.7 sq in
B. 9.7 sq in
C. 3.4 sq in
D. 8.3 sq in
I'm having a hard time solving these two, if you could be so kind as to walk me through it, please do.
Answers
Answered by
Reiny
first one:
you have a
rectangle + half a circle
= 5*8 + (1/2)π (4^2)
= ...
can you see why the radius of the semicircles is 1/2 of 8 ?
2nd:
area of circle = π(2^2) = appr 12.566 inches^2
You didn't say what the square is like, I will assume the circle touches the square on all sides, so your square is
4 by 4, for an area of 16 inches^2
I also don't know what is shaded in blue, but you got the two parts, so ....
you have a
rectangle + half a circle
= 5*8 + (1/2)π (4^2)
= ...
can you see why the radius of the semicircles is 1/2 of 8 ?
2nd:
area of circle = π(2^2) = appr 12.566 inches^2
You didn't say what the square is like, I will assume the circle touches the square on all sides, so your square is
4 by 4, for an area of 16 inches^2
I also don't know what is shaded in blue, but you got the two parts, so ....
Answered by
Sarah
So what is the answer because I don't understand
Answered by
Sarah
TODY WOULD BE NICE
Answered by
Anonymous
Wong, Sarah?
Answered by
Anonymous
Add the area of the rectangle which is length x height
And then add the area of the semi-circle.
And then add the area of the semi-circle.
Answered by
Anonymous
what is the answers
Answered by
OwO
I have the answers.
1.B
2.D
3.A
4.C
5.C
100% just took the test
1.B
2.D
3.A
4.C
5.C
100% just took the test
Answered by
Idk
Thanks for the help, OwO
Answered by
Pop
Is OwO right?
Answered by
scar
i need the work
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