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If two supplementary angles differ by \( 44 ^{\circ} \), then one of the angle is :

A) \( 68 ^{\circ} \)
B) \( 72 ^{\circ} \)
C) \( 102 ^{\circ} \)
D) \( 65 ^{\circ} \)

Correct Answer:

A) \( 68 ^{\circ} \)

Description for Correct answer:

Let the two supplementary angles (sum of 2 angles is equal to \(180 ^{\circ} \)) be A and B

A + B = 180\( ^{\circ} \) and A - B = 44 \( given \)

Therefore, 2A = 224

=> A = \( 112 ^{\circ} \) => B = \( 68 ^{\circ} \)

Part of solved SSC Practice test(1) questions and answers : Exams >> SSC Exams >> SSC Practice test(1)

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