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- 6- Find L' ( by(Gnvalu fión theorm)a) The function f, where f(x) = secx, has domain 0Lim (sec y - 1)/(sec 2y - 1) a) as y -> 0 b) as y -> pi/225) Use Dr. Dai's Differential Table to find [tan – 1(x) ] ' = _ A) 1/ (1 + x2) 25) B) – tan-2(x) sec2x C) 1//1-x2 D) - cot2 x csc x 26) Use Product Rule to find [(x²) tan- 1(x)]' =. A) – 2x tan-2(x) sec2x C) (x²) tan - 1(x)+ x³/ (1 + x2) 26) B) (2x) tan - 1(x)+ x2/ (1 + x2) D) 2x/ (1+ x2)1- Find L"( 2. Finel I' (5-2)( 54))2) Find where tan'z = Log is analytic a) C\{Re(z)=0, Im(z) (-00,1]} b) C\{Re(z)=0, Im(z) (-00o,1] U (1,00)} c) C\{Re(z)=0, Im(z) (-00,1)) d) C\{Re(z)=0, Im(z) (-00,2]} e) NOTA 3) Find the derivative f(z) = ( a) f(z) = 400z(z²-1) 100 (z²+1) 100 99 400z(z²-1)⁹⁹ (z²+1) 100 100 400z(z²-1) (2²+1) 101 400z(z²-1) (z²+1) 10 b) f(z) = c) f(z) = d) f(z) = e) NOTA 99 100SEE MORE QUESTIONS