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Point​ D, E, and F are midpoint of the ide of ΔABC. The perpendicular biector of AB i​ m, and the perpendicular biector of BC i n. Line m and n interect at T. If TA=5. 9​, what i​ TC?



Answer :

The value of TC = 5.9

According to the given figure of the triangle ABC, (refer to the attached figure)

The length of perpendicular bisector AC is = m

The length of perpendicular bisector BC is = n

The point at which line m and line n are intersecting = T

Given the value of TA = 5.9

According to the corner theorem.

AC = CF

So, ΔTFA ≅ ΔTFC

⇒ TA = TC = 5.9

Therefore, The value of TC = 5.9

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