Answer:
The true congruence statement is CW ≅ MQ ⇒ 2nd answer
Step-by-step explanation:
All the radii in the circle are congruent
From the attached figure
In circle B
∵ W, C, Q, and M lie on the edge of the circle
∴ BW, BC, BQ, and BM are radii
∵ All the radii in the circle are congruent
∴ BW ≅ BC ≅ BQ ≅ BM
∵ CW ≅ MQ ⇒ Given
∴ The true congruence statement is CW ≅ MQ
No, the answer is actually 14
The measurement of Angle 1 is 61 degrees.
Y-3=1/4(X-1)
Y-3=1/4X-1/4
Y=1/4X+11/4
Tan(29°) = opposite/adjacent = AC/CB ⇒
CB = AC/tan(29°) = 20/0.5543 ≈ 36.08
sin(29°) = opposite/hypotenuse = AC/AB ⇒
AB = AC/sin(29°) = 20/0.4848 ≈ 41.25
∠A = 180 - ∠B - ∠С = 180 - 29 - 90 = 61°
