Question
Download Solution PDFcos (2tan-1 x + 2cot-1 x) का मान क्या है?
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFअवधारणा:
tan-1 x + cot-1 x = \(\rm \frac {π}{2}\)
गणना:
ज्ञात करना है: cos (2tan-1 x + 2cot-1 x) का मान
cos (2tan-1 x + 2cot-1 x) = cos 2(tan-1 x + cot-1 x)
जैसा कि हम जानते हैं, tan-1 x + cot-1 x = \(\rm \frac {π}{2}\)
cos (2tan-1 x + 2cot-1 x) = cos [2 × \(\rm \frac {π}{2}\) ]
= cos π
= -1
Last updated on Jun 11, 2025
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