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Circumcenter is the point P. Need to find segments congruent to line segment CS.

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Just need some assistance..please!
congruent means "equal to" or equivalent

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Other answers:

the circumcenter is the point of concurrency of the three perpendicular bisectors (of the segments). The operative word here is bisector.
Yes. I know that,
cant see the equation underneath so it difficult to see what the trianlge is spose to look like as opposed to its visual shape
Well its not an equation. They are just line segments
its information pertaining to the shape that would help to define it otherwise it could just as well be an equilateral triangle
since, PS is bisector, AS=CS
since P is the circumcenter, it lies in the perpendicular BISECTOR BS
Yes, i have that segment down already. @hartnn
I am confused on that. You know i have to find congruent segments right? @r0n4ld
at the moment, that is thhe only line segment that we can be sure of; the rest of the triangle is a mystery
Ok! Thats what i thought!
I was confused if there were any more thats why i posted
I have another question tho. Would line segment BT. be congruent to line segment BP?
not at all, BP is hypotenuse of right triangle, whereas BT is the side.
*BT is one of the leg.
Yes, but Point P is the circumcenter. So i would think every line segment is congruent.
If attached to Point P
the 3 perpendicular bisectors will bisect 3 sides only... so u get 3 pirs of segments equal.
Would PS be one?
nopes, because PS is not a part of a side of triangle.
But they have to be congruent to BP
there is a property : The perpendicular bisectors of the sides of a triangle meet at a point which is equidistant from the vertices so, BP=CP=AP also.
BUT. P is the middle! So why wouldnt everyone thing attached to the P be congruent?
u really can't say anything about PS,PT,PR
'middle' doen;t mean middle of everything :P
Awh man!
so its only CP and AP?
ok! THANKS!!!! :)
welcome ^_^

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