Question 1 (1 point)
∆abc is congruent to ∆xyz. which statement is true?

question 1 options:

angle b is congruent to angle z

segment ac is congruent to segment xy

segment bc is congruent to segment yz

angle c is congruent to angle x

question 2 (1 point)
pentagon ghjkl is congruent to pentagon cvbnm. which statement is true?

question 2 options:

segment jk is congruent to segment vb

segment kl is congruent to segment cv

segment gj is congruent to segment bm

segment hl is congruent to segment vm

question 3 (1 point)
∆def is congruent to ∆jkl. the measure of angle d = 40˚.

the measure of angle k = 80˚. find the measure of angle f.

question 3 options:

40˚

60˚

120˚

140˚

question 4 (1 point)
which of the following statements is needed in order to prove these triangles are congruent using sas?

question 4 options:

∠abc≅∠def

bc≅ef

ac≅ef

ac≅df
question 5 (1 point)
∆abc is congruent to ∆def by asa postulate.

angle a is congruent to angle d.

which additional statements need to confirm the triangles are congruent by sas postulate?

question 5 options:

ab≅df and ∠b≅∠f

ab≅de and ∠b≅∠e

bc≅ef and ∠b≅∠e

ac≅df and ∠c≅∠d
question 6 (1 point)
which of the following can be used to show that these triangles are congruent?

question 6 options:

asa

sss

sas

aas

triangles cannot be proven to be congruent

question 7 (1 point)
which of the following can be used to show that these triangles are congruent?

question 7 options:

asa

sss

sas

aas

triangles cannot be proven to be congruent

question 8 (1 point)
saved
in the diagram below, angle u measures 110˚, and angle w measures 15˚. find the measure of angle t.

question 8 options:

15˚

25˚

35˚

45˚

65˚

question 9 (1 point)
the triangles below are congruent. by using which property and postulate can these triangles be congruent?

question 9 options:

reflexive property of congruence; sas

reflexive property of congruence; aas

reflexive property of congruence; asa

vertical angles; asa

vertical angles; sas

vertical angles; aas

question 10 (1 point)
which of the following statements is needed in order to prove these triangles are congruent by aas?

question 10 options:

rq≅ut

rq≅uv

rs≅uv

rs≅ut