The that ∆abc and ∆efg are congruent by the sas criterion.
if ab ≠ ef, the for congruency is...
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Mathematics, 28.08.2019 05:30 amcdonald009
The that ∆abc and ∆efg are congruent by the sas criterion.
if ab ≠ ef, the for congruency is violated. in this situation, angle c g.
1a). a. angle a is congruent to angle e
2a.) b. angle b is congruent to to angle f
3a.) c. ab=ef
4d.) d. angle congruent to angle g
2a). a. ssa
2b.) b. asa
2b.) c. sss
2b) d. sas
3a). a. may be congruent to
3b). b. is congruent to
3c). c. cannot be congruent to
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