Question

Part 2: Based on the puzzle, match the following angle with the true statement that allows you to determine its measure.

(Some may be used more than once)

Choices for each angle
properties of isosceles triangles
properties of equilateral triangles
supplementary to a given angle
alternate exterior to angle e
corresponding to angle a
same side interior with angle b
supplementary to a given angle and angle e
supplementary to angle p
corresponding to angle p
supplementary to angle h
triangle sum theorem
vertical to angle c
complementary to angle h
vertical to angle p
vertical to a given angle

​

Answer 1

Properties of isosceles triangles→g,h

Supplementary to a given angle→a

Corresponding to angle a→e

Same side interior with angle b→c

Supplementary to a given angle and angle e→d

Supplementary to angle p→r

Corresponding to angle p→s

Supplementary to angle h→k

Triangle sum theorem→f,m,p

Vertical to angle c→e

Vertical to a given angle→b

Answer 2

9514 1404 393

Step-by-step explanation:

g, h — properties of isosceles triangles

a — supplementary to a given angle

e — corresponding to angle a

c — same side interior with angle b

d — supplementary to a given angle and angle e

r — supplementary to angle p

s — corresponding to angle p

k — supplementary to angle h

f, m, p — triangle sum theorem

e — vertical to angle c

b — vertical to a given angle