Question

Use the figure.
Name a pair of adjacent complementary angles.

∠KJL

∠LJM

∠MJN

∠NJP

∠FGE

∠FGH

∠LJN

Answer 1

Answer:

angleLJM and angleMJN

Step-by-step explanation:

56°+34°=90°(complementary..)

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Answer 2

∠LJM and ∠MJN are a pair of adjacent complementary angles.

Given

Figure and angles,

• ∠KJL
• ∠LJM
• ∠MJN
• ∠NJP
• ∠FGE
• ∠FGH
• ∠LJN

To find

Adjacent pair of complementary angles.

Solution

• Adjacent angle- angles that share a common ray/line/line segment are called adjacent angles. For eg-, ∠FGH AND ∠FGE in the figure share a common ray FG
• Complementary angles- Anges that sum up to form a right angle i.e 90° are called complementary angles.

In the given figure, if we observe closely there is only one pair of adjacent complementary angles. That is ∠LJM and ∠MJN

∠LJM = 56°

∠MJN = 34°

56° + 34° = 90°

Hence, ∠LJM and ∠MJN are a pair of adjacent complementary angles.

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