Anyone here go to James Madison, can maybe be a life saver and help me out with geometry 2? :)
do you have a particular question? Perhaps we can help....
I am waiting to see the problem as well..
Lol. Find the area of a sector with a central angle of 170 and a diameter of 9.1 cm. Round to the nearest tenth. Options are A. 122.9 \[cm ^{2}\] B. 30.7 \[cm ^{2}\] C. 8.6 \[cm ^{2}\] D. 3.4 \[cm ^{2}\]
thats better :)
do you know formula for area of sector ?
@LyssaLauren ?
Before you do ANYTHING, convert that degree measure to radians.
well if that is case than would be this be a triangle that we are dealing with? I know this isn't trig
@LyssaLauren
Yes but we have a formula for a sector.
dido525 do you the shape is triangle?
We must have that angle in degrees for that formula to work,
@Dido525 not necessary here AREA OF SECTOR=\\large \dfrac{\theta}{360} \pi r^2\)
No no, I know it's going to look like a slice of pizza lol.
AREA OF SECTOR=\(\large \dfrac{\theta}{360} \pi r^2\)
Te area of a sector of a circle is the product of the ratio measure of the arc 360 and the area of the circle. Right?
theta is in degrees
Ohh really? I didn;t know about that formula. Normally I just use A=A*r*Theta (in radians)
But that formula makes perfect sence too.
A=r*Theta(in radians) sorry. Typo.
no prob man
The A you are speaking of is arc length @Dido525
we are finding area of sector here which is found by the formula I gave above
Yeah. Stupid moment.
@LyssaLauren did you get the answer?
Sorry about that.
np ...evryone makes mistakes ..next time be a bit more alert ! :)
It would be B, right?
Dido525 where I come from that is called a brain fart lol
wait a min pls
yes you are right!!
:)
Thank you for your help! :]
yw :)
Nice job all..
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