Stacy wants to construct a circle inscribed in a triangle, while Ben wants to construct a circle circumscribed about a triangle. How will Stacy and Ben's steps differ from each other?

- anonymous

- schrodinger

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- Here_to_Help15

hello love so lets see

- anonymous

hi :)

- anonymous

this what i know
Here are the steps to inscribe a triangle in a circle...
- Bisect one of the angles
- Bisect another angle
- Where they cross is the center of the inscribed circle
- Construct a perpendicular from the center point to one side of the triangle
- Place compass on the center point, adjust its length to where the perpendicular crosses the triangle, and draw your inscribed circle!
Here are the steps to construct a circumscribed circle...
- Construct the perpendicular bisector of one side of triangle
- Construct the perpendicular bisector of another side
- Where they cross is the center of the Circumscribed circle
- Place compass on the center point, adjust its length to reach any corner of the triangle, and draw your Circumscribed circle!

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## More answers

- Here_to_Help15

lol i am not tkhunny

- anonymous

huh?

- Here_to_Help15

Usually tkhunny would ask for what you know and steps...

- anonymous

okay... so what r u saying haha sorry im a bit confused. r u just gonna give me the answer or.... what?

- Here_to_Help15

Usually its something i normally do

- anonymous

oh haha okay well i mean what ever works for you :p

- Here_to_Help15

When im bored is usually the time where i explain deeply

- anonymous

haha okay! so can u help me with ths question??

- anonymous

@Here_to_Help15 ??? :(

- Here_to_Help15

Oops sorry

- Here_to_Help15

I am cooking :)

- anonymous

haha well then... ummm so i take that as a no?

- anonymous

never mind i got it.... can i show u what i got? can u check it?

- Here_to_Help15

All that writing for nothing deleted lol let me see it

- Here_to_Help15

10th grade sucks i know :P

- anonymous

Stacy's and Ben's steps will differ by inscribing a circle in a triangle you would have to bisect an angle, but not in a circumscribed circle and in a circumscribed circle, you would have to construct a perpendicular bisector of a side of the triangle

- Here_to_Help15

Im about to be done with it finally! :)

- anonymous

im in 11th but yes this is 10th grade geo im almost done with this class and i will be cought up

- Here_to_Help15

Well then... :D

- anonymous

haha...

- Here_to_Help15

Looks correct :) but that pause above,
Stacy's and Ben's steps tend to differ because inscribing a circle in a triangle you would have to bisect an angle, but not in a circumscribed circle and in a circumscribed circle, you would have to construct a perpendicular bisector of a side of the triangle

- anonymous

okay thank you!! Can u help me with like 2 other questions??

- anonymous

Quadrilateral OPQR is inscribed inside a circle as shown below. What equation would be needed to solve for angle P? What is the measure of angle P? You must show all work and calculations to receive credit.

- Here_to_Help15

This is essay answers?

- anonymous

##### 1 Attachment

- anonymous

yes :(

- Here_to_Help15

Connections huh

- anonymous

its like connections but its flvs

- Here_to_Help15

oh ok

- anonymous

yeah it sucks r u taking this course?

- Here_to_Help15

Geometry? YEa

- anonymous

yeah its dumb.

- Here_to_Help15

lol tell me about it

- anonymous

haha can u help me with a few more questions? or should i ask someone else

- Here_to_Help15

hmm left me flip this then ill come back just whatever you do dont take tkhunny

- Here_to_Help15

tag*

- anonymous

haha okay... idk who that is

- Here_to_Help15

Hes a grumpy mod who enforces the rules ;)

- anonymous

oh i hate poeple like that haha

- anonymous

ill post a ne question and ill tag u is that okay

- anonymous

new*

- Here_to_Help15

Sure

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