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Which conclusion completes the syllogism? premise 1: if an angle is bisected, then the two resulting angles will be congruent. premise 2: if the two resulting angles are congruent, then they will have equal measure. if two angles are congruent, then an angle has been bisected. if the two angles have equal measure, then the angles have been bisected. if an angle is bisected, then two resulting angles will be formed. if an angle is bisected, then the two resulting angles will have equal measure.

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Edufirst
It is the last option: "if an angle is bisected, then the two resulting angles will have equal measure".

The form of this syllogism is: A => B;  B=> C;  then A => C

1) An angle is bisected => the two resulting angles are congruent ;
2) Two resulting angles are congruent => they will have equal measure

Conclusion: Then, An angle is bisected => the two resulting angles will have equal measure

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