Question
Download Solution PDFरेखाएँ p(p² + 1)x − y + q = 0 और (p² + 1)²x + (p² + 1)y + 2q = 0 किसके लिए एक उभयनिष्ठ रेखा के लंबवत हैं?
Answer (Detailed Solution Below)
Detailed Solution
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दिया गया है:
रेखाएँ p(p²+1)x - y + q = 0 और (p²+1)²x + (p²+1)y + 2q = 0 एक उभयनिष्ठ रेखा के लंबवत हैं।
तब ये रेखाएँ एक-दूसरे के समांतर होनी चाहिए।
∴ m₁ = m₂ ⇒ -
⇒ p(p² + 1) = (p² + 1)
⇒ p = 1
अतः विकल्प 1 सही है।
Last updated on Jul 3, 2025
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