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4. What is the contrapositive of the following statement?If M is the midpoint of PQ then PM is congruent to QMOIf M is the midpoint of PQthen PMis congruent to QMIf PM is congruent to QM then M is the midpoint of PQIf M is not the midpoint of PQ, then PM is not congruent to QMIf PM is not congruent to OM, then M is not the midpoint ofPQ

4. What is the contrapositive of the following statement?If M is the midpoint of PQ then PM is congruent to QMOIf M is the midpoint of PQthen PMis congruent to class=

Answer :

Given 2 statements P and Q

If m is a midpoint of PQ (P)

then

PM is congruent to QM (Q)

the contrapositive sentence is

[tex]{P\rightarrow Q}{{\displaystyle ,\neg P}}\neg Q[/tex]

then the contrapositive sentece is

If m is not a midpoint of PQ (-P)

PM is not congruent to QM (- Q)

then correct answer

is Option C

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