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ABC is a isosceles triangle. Line B extended to D. Prove that <ACD = 90 degree.
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ABC are points, not lines. Which is B, AB or BC? Which line in the triangle is the odd length?
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given isosceles triangle ABC, line AB = BC, and BD is the angle bisector of isosceles triangle ABC
prove AB x DC = BC x AD Aren't
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Prove that the angle bisectors of the base of the isosceles angles of the isosceles triangle are congruent using statement and
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Triangle LNK is isosceles and line LK is the base. use a paragraph proof to prove that triangle LNK is equal to triangle KNM
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Consider the following proof. What theorem is being proved?
Given: Isosceles triangle ABC with AB ≅ BC Prove: ∠A ≅ ∠C
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