In triangle δabc, ∠c is a right angle and segment cd is the height to segment ab . find the angles in δcbd and δcad if m∠a = 20°
m∠cdb =
m∠cbd =
m∠bcd =
m∠cda =
m∠ cad=
m∠acd =

Step-by-step explanation:

Draw a picture (like the image below).

Notice that triangles ABC and ACD both contain right angles, and both contain angle A (20°).  Since angles of a triangle add up to 180°, that means their third angle must also be the same (70°).

Also notice that triangles ABC and CBD both contain right angles, and both contain angle B (70°).  So their third angle must also be the same (20°).

Therefore:

m∠CDB = 90°

m∠CBD = 70°

m∠BCD = 20°

m∠CDA = 90°

m∠CAD = 20°

m∠ACD = 70°

you forgot an image

step-by-step explanation:

your answer   is c

step-by-step explanation: