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If F ( X ) = Tan ( π 4 − X ) Cot 2 X for X ≠ π/4, Find the Value Which Can Be Assigned to F(X) at X = π/4 So that the Function F(X) Becomes Continuous Every Where in [0, π/2]. - Mathematics | Shaalaa.com

If F ( X ) = Tan ( π 4 − X ) Cot 2 X for X ≠ π/4, Find the Value Which Can Be Assigned to F(X) at X = π/4 So that the Function F(X) Becomes Continuous Every Where in [0, π/2].

If F ( X ) = Tan ( π 4 − X ) Cot 2 X for X ≠ π/4, Find the Value Which Can Be Assigned to F(X) at X = π/4 So that the Function F(X) Becomes Continuous Every Where in [0, π/2].

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