Question

If MT bisects angle NML and m NML = 168°, find m TML.​

Answer 1

MT bisects NML. M is the vertex. Bisect = both sides are congruent, therefore m TML = 84

Answer 2

If MT bisects angle NML, it means that angle NMT is half the measure of angle NML. So, to find the measure of angle TML, we need to find half of the measure of angle NML.

Given: m(NML) = 168°

To find m(TML), you can divide the measure of NML by 2:

m(TML) = (1/2) * m(NML)

m(TML) = (1/2) * 168°

m(TML) = 84°

So, the measure of angle TML is 84 degrees.