An isosceles triangle is shown below with side lengths of 12 and a base length of 20. If a line segment AD is drawn from A to side BC such that D lies on BC and AD I BC , then find the length of AD in simplest

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A: Circumference of the circle =2πr where,  r is the radius of circle

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Q: the diagram of triangle ABD below, EB||DC = 10 and BC= 25 what is the length of AD?

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A: In the diagram given,   ST ∥ BC (given) By basic proportionality theorem,  ASSB=ATTC Here , AS=AB-SB…

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A: Given - In a triangle ABC , E is the midpoint of the segment AB , F is the midpoint of AC  and G is…

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A: Consider the two triangles ABC and ABD ∠A is common ∠D=∠B=900 △ABC≈△ADB

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Q: In AABC shown below, A'C' is parallel to AC. Find the length of BC".

A: Given that:A'C'||AC

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Q: 1) Given triangle ABC, find the length of BC. A 61 8. 30° BC = %3D

A: From the given figure: ∠A=61°,∠C=30°AC=b=8 As we know know that, The sine rule: asinA=bsinB=csinC

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Q: An isosceles triangl is shown below with side lengths if 12 an a base length of 20. If a line…

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A: Given: In ∆ABC,m∠C=90°m∠B=θ2=60°AB=12 inr=?

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Q: In triangle triangle is ABC, if LA = 60°, AC=16, and the area of the 22053. what is the length of BC

A: Topic = Triangles length of BC=49

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Q: iven isosceles triangle ABC with AB = 17 = AC and BC = 16, determine: a. the radius of the…

A: Given that, Isosceles triangle ABC with AB = 17 = AC and BC = 16

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A: The given circle is : Circle P has a radius r=PD=10

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