Question

problem 11: (first taught in lesson 29) △bvt is an equilateral triangle with m\\(\overline{bv}\\) = x. find m\\(\overline{vt}\\) and m\\(\overline{bt}\\). after you enter your answer press go. m\\(\overline{vt}\\) = m\\(\overline{bt}\\) =

Explanation:

Step1: Recall equilateral - triangle property

In an equilateral triangle, all sides are equal.

Step2: Apply property to sides

Since $\triangle BVT$ is equilateral and $m\overline{BV}=x$, then $m\overline{VT}=m\overline{BV}=x$ and $m\overline{BT}=m\overline{BV}=x$.

Answer:

$m\overline{VT}=x$
$m\overline{BT}=x$