∠A = 15+15 = 30 = ∠B
∠C = ∠D = (360-30-30)/2 = 150
so, ∠ACD = 180-150-15 = 15
∠BCA = 150-15 = 135
in an isosceles trapezoid, ABCD, AD congruent BC. diagonal AC bisects angle DAB. if the measure of angle CAB = 15, find: the measure of angle b, measure of angle BCA, measure of ACD, and the measure of angle D
2 answers
Given m = 10 and n = 9, the ratio of n to m is 10/9.
True
False
True
False