If A + B = 45 Prove that (cotA - 1)(cotB - 1) = 2

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If A + B = 45 then (CotA - 1) (Cot B -1)=? If A + B = 45 then (CotA - 1) (Cot B -1)=?
Trigonometry || If A + B = 45° Than (CotA-1)(CotB-1)=2 || त्रिकोणमितिय Trigonometry || If A + B = 45° Than (CotA-1)(CotB-1)=2 || त्रिकोणमितिय
if A+B=45 Prove that (CotB-1)(CotA-1)=2 || Trigonometry if A+B=45 Prove that (CotB-1)(CotA-1)=2 || Trigonometry
Proof of (CotA-1)(CotB-1)=2 if A+B=45 Proof of (CotA-1)(CotB-1)=2 if A+B=45
Prove that: ( cotA -1) (cotB-1) = 2 Prove that: ( cotA -1) (cotB-1) = 2
if A+B=π/4 Prove that (cotA-1)(cotB-1)=2 if A+B=π/4 Prove that (cotA-1)(cotB-1)=2
If `A+B=45^(@)`, then `(cotA-1) (cotB-1)` is equal to If `A+B=45^(@)`, then `(cotA-1) (cotB-1)` is equal to
If A+B=π/4. Prove that (cotA-1)(cotB-1)=2 If A+B=π/4. Prove that (cotA-1)(cotB-1)=2