Assume AJKL = APQR. If m P = 52°, m2Q = 48°, and mR = 80°, what is

the measure of K?

measure of angle K is 48° or m∠K = 48°

Step-by-step explanation:

Given:

ΔJKL = ΔPQR

m∠P = 52°

m∠Q = 48°

m∠R = 80°

When 2 triangles are equal or congruent to each other then their corresponding angles are equal or congruent by congruence property.

Hence,

m∠P = m∠J

m∠Q = m∠K

m∠R = m∠L

But m∠Q = 48° hence m∠K = 48°

Hence measure of angle K is 48°