If and are complementary angles such that and , then what is equal to यदि α और β इस प्रकार के पूरक कोण हैं कि और हैं , तो किसके बराबर है ?

Explanation: Given that and are complementary angles , their sum is : We are also given the difference between the angles: By solving these two linear equations, we can find the values of and : Adding the equations: ( ) Substituting back: ( ) Now, use the given relation: We need to find the value of . We can divide the numerator and denominator by : Substituting : Conclusion: The correct option is (a) 2 .

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NDA 2026 — Mathematics PYQ

NDA | Mathematics | 2026

If $α$ and $β$ are complementary angles such that $α - β = \frac{π}{6}$ and $m tan β = n tan α$ , then what is $(\frac{m + n}{m - n})$ equal to

यदि α और β इस प्रकार के पूरक कोण हैं कि $α - β = \frac{π}{6}$ और $m tan β = n tan α$ हैं, तो $(\frac{m + n}{m - n})$ किसके बराबर है ?

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