1. If ∆SAD = ∆JOY, then ∆JYO is congruent to____.
a. ∆SDA
b. ∆DAS
c. ∆ADS
d. ∆ASD
2. If two triangles are congruent , then how many congruences can be formed from them?
a. 4
b.5
c.6
d. 7
3. ∆ABC =∆XYZ , which segment is congruent to AB?
a.BC
b. AC
c. XY
d.YZ
a. ∆SDA
b. ∆DAS
c. ∆ADS
d. ∆ASD
2. If two triangles are congruent , then how many congruences can be formed from them?
a. 4
b.5
c.6
d. 7
3. ∆ABC =∆XYZ , which segment is congruent to AB?
a.BC
b. AC
c. XY
d.YZ
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Answer:
1.) a
S corresponds to J
A corresponds to O
D corresponds to Y
hence JYO ~ SDA
2.) c
Three pairs of congruent sides and three pairs of congruent angles for a total of six
3.) c
again, by CPCTC, A to X as B to Y
-> AB to XY
Step-by-step explanation:
See explanations above.