1. Evaluate: i) arcsec(-- ii) sec(arcsec(2)) 3 iv) sin(tan) v) cos[2sin(-)] 2. iii) tan' (tan ()...

  

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1. Evaluate: i) arcsec(-- ii) sec(arcsec(2)) 3 iv) sin(tan) v) cos[2sin(-)] 2. iii) tan' (tan () vi) sin [2tan(-)] Sketch the graphs of the following functions. Label 3 points on each graph (No decimals please!!) and give the domain and range of each: 3. 4. a) y = 2 sin(x) b) y = 2 + tan (x-1) Rewrite the following as algebraic expressions in x : a) tan(arccos.x) b) cos[sin()] c) sin[2 sec 'x] dy Find for each of the following and simplify your answers: dx a) y = tanx b) y= xaresinx + 1-x c) y = xtan 'x-In(1 + x) e) y = cot' [+] e) y = tan-x f) y = sec(tan-'4x) 5. a) Find the point(s) on the graph of y = tan (2x) at which the tangent line is parallel to the line x- - 2y = 5. b) Find the equation of the tangent line to the curve y = tan(2x) at the point where x = 2 1. Evaluate: i) arcsec(-- ii) sec(arcsec(2)) 3 iv) sin(tan) v) cos[2sin(-)] 2. iii) tan' (tan () vi) sin [2tan(-)] Sketch the graphs of the following functions. Label 3 points on each graph (No decimals please!!) and give the domain and range of each: 3. 4. a) y = 2 sin(x) b) y = 2 + tan (x-1) Rewrite the following as algebraic expressions in x : a) tan(arccos.x) b) cos[sin()] c) sin[2 sec 'x] dy Find for each of the following and simplify your answers: dx a) y = tanx b) y= xaresinx + 1-x c) y = xtan 'x-In(1 + x) e) y = cot' [+] e) y = tan-x f) y = sec(tan-'4x) 5. a) Find the point(s) on the graph of y = tan (2x) at which the tangent line is parallel to the line x- - 2y = 5. b) Find the equation of the tangent line to the curve y = tan(2x) at the point where x = 2