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Stellan began a proof.

JL=KM because segment JL≅ segment KM.
JK+KL=JL and KL+LM=KM, by the segment addition postulate.
KL+LM=JL, by substituting JL for KM.

What is a possible next step in Stellan's proof?

Stellan began a proof JLKM because segment JL segment KM JKKLJL and KLLMKM by the segment addition postulate KLLMJL by substituting JL for KM What is a possible class=

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111370

It is C the third one

Answer:

Use the transitive property of equality to show that JK+KL=KL+LM because they are both equal to JL.

Step-by-step explanation:

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