If A + B = 45, Prove that (1 + tan A)(1 + tan B) = 2. Hence deduce the vale of tan 22 1/2

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37Trigonometry If A + B = 45 thenshowthat (1+Tan A)(1+Tan B) = 2. Hencededucethat Tan 22 1/2 = √2-1 37Trigonometry If A + B = 45 thenshowthat (1+Tan A)(1+Tan B) = 2. Hencededucethat Tan 22 1/2 = √2-1
If A + B = 45, Prove that (1 + tanA) (1 + tanB) = 2 If A + B = 45, Prove that (1 + tanA) (1 + tanB) = 2
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11th Std BM Ex.4.2(7) If A+B = 45° prove that (1+ tanA)/(1+tanB)= 2 and hence deduce the value of 11th Std BM Ex.4.2(7) If A+B = 45° prove that (1+ tanA)/(1+tanB)= 2 and hence deduce the value of