What is the approximate area of the composite figure shown? Use three point one four for pi.
one hundred twenty point five two square feet
two hundred ninety-six point five two square feet
three hundred fifty-three point zero four square feet
six hundred ninety-two point one six square feet
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OpenStudy (anonymous):
@math&ing001
OpenStudy (math&ing001):
First let's start with the area of the rectangle, what would that be ?
OpenStudy (math&ing001):
@Ail.A
OpenStudy (anonymous):
240
OpenStudy (math&ing001):
That's right ! Now for the area of the semi circle, what do you think that would be ?
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OpenStudy (anonymous):
not sure
OpenStudy (math&ing001):
Tell me your guess
OpenStudy (anonymous):
72
OpenStudy (math&ing001):
How did you get it ?
OpenStudy (math&ing001):
You can write your work on a paper, photograph it and attach it here.
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OpenStudy (anonymous):
i multiplied 12 and reduced 20 to what it looks like
OpenStudy (anonymous):
6
OpenStudy (anonymous):
@cp9454
OpenStudy (cp9454):
466.194 ft
OpenStudy (anonymous):
not an option @cp9454
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OpenStudy (math&ing001):
Well the area of a circle is Area = pi*(radius)^2 = 3.14 * 6² =113.04 but since we only have a semi a semi circle we divide it by 2 to get 56.52. If you add it to the first area of the rectangle, what do you get ?
OpenStudy (cp9454):
my bad mis typed correct answer is 296.54 ft
OpenStudy (cp9454):
B
OpenStudy (anonymous):
thanks guys
OpenStudy (math&ing001):
@cp9454 the point is not to give the solution, but to guide him to it, I suggest you read the code of conduct.
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