Question

What is the converse of the following statement?

If M is the midpoint of
then
PM
OM
is congruent to
PO
If M is the midpoint of
, then PM is congruent to
Ом
o
If M is not the midpoint of PC, then PM is not congruent to
OM
IF PM is not congruent to
OM
then M is not the midpoint of Po
IF PM is congruent to OM, then Mis the midpoint of Fo.

Answer 1

OM is congruent to PO, if M is the midpoint of PM

Explanation:

a Converse means If q , then p .

In this case ''M is the midpoint of then PM'' that would be P

Q would be '' OM is congruent to PO'' .

Reverse the statements.