MEDAL FOR HELP: In the figure below, a semicircle is attached to the hypotenuse of a triangle. What is the approximate area of the figure? Use 3.14 for pi.
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OpenStudy (lexi724):
OpenStudy (pinklion23):
easy do you know the formula for a semicircle
OpenStudy (pinklion23):
and the area for a triangle
OpenStudy (pinklion23):
area for triangle is H*B/2
OpenStudy (pinklion23):
area for semicircle is pi*d/2
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OpenStudy (pinklion23):
now plug in your numbers
OpenStudy (pinklion23):
oops sorry no the formula for the semicircle is pi*r^2/2
OpenStudy (pinklion23):
sorry brain fart there lol :P
OpenStudy (lexi724):
3.14*14.14^2/2?
OpenStudy (pinklion23):
yep :)
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OpenStudy (pinklion23):
wait no wait
OpenStudy (pinklion23):
14.14 is your diameter and you need your radius
OpenStudy (pinklion23):
so half of the diameter=radius
OpenStudy (lexi724):
7.07
OpenStudy (pinklion23):
yep
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OpenStudy (pinklion23):
now plug in your numbers :)
OpenStudy (lexi724):
11.09999
OpenStudy (pinklion23):
i got 78.47....
OpenStudy (lexi724):
3.14*7.07/2?
OpenStudy (pinklion23):
yes
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OpenStudy (pinklion23):
no 7.07^
OpenStudy (pinklion23):
7.07^2
OpenStudy (lexi724):
and what you said isnt an option either and ohh yeah
OpenStudy (pinklion23):
well what about the triangle
OpenStudy (lexi724):
so find area od that too
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OpenStudy (lexi724):
? right
OpenStudy (lexi724):
because thats 50
OpenStudy (pinklion23):
okay great now add them up
OpenStudy (lexi724):
128
OpenStudy (lexi724):
so B :D
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OpenStudy (pinklion23):
B is corect great job sorry for all those mistake i made i am busy so i have away from my computer for a while :)