Which statement is true about ∠JXM and ∠NXP?
∠JXM and ∠NXP are complementary.
∠JXM and ∠NXP are vertical.
∠JXM and ∠NXP are supplementary.
∠JXM and ∠NXP are adjacent.

Respuesta :

Since the sum of ∠JXM and ∠NXP is 90degrees, hence ∠JXM and ∠NXP are complementary.

Complementary and supplementary angles

The sum of complementary angles is equal to 90 degrees.

From the given diagram, we know that the sum of angle on the straight line is 180 degrees. Hence;

∠JXM + 90 +  ∠NXP = 180
∠JXM + ∠NXP = 180 - 90

∠JXM + ∠NXP = 90 degrees

Since the sum of ∠JXM and ∠NXP is 90degrees, hence ∠JXM and ∠NXP are complementary.

Learn more on complementary angles here: https://brainly.com/question/16281260

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Answer:

A

Step-by-step explanation:

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