Question: Consider a reciprocal parent function f (@) - under went the following transformations to form y =g(x) -reflected by y-axis -vertically compressed by a factor

Consider a reciprocal parent function f (@) - under went the following transformations to form y =g(x) -reflected by y-axis -vertically compressed by a factor of 2 -horizontally shifted right by 2 units -vertically shifted down by 3 units Answer the following questions. (K:2) A. Identify the transformation parameters (C:1) B. State the equation of the function after the transformation, i.e. g ( ) (1:2) C. Determine the domain and range for g (I ) (1:2) D. If the point on f (r ) is (1, 1), what would be the corresponding point on g * (x)?Consider the function y - - 3 v2x | 1 1 2 (K:2) A. Determine the transformation parameters. (K:1) B. Identify the parent function (C:4) C. Describe all transformations applied (A:3) D. Determine the x and y-intercepts if any (C:4) E. Hand sketch the function with the use of table of values. Label the graph properly with the points used. A correct graph without table will receive 1 mark only!Consider the function, f (a ) - a2 - 2x and g (x ) - 3x - 2, answer the following (A:1) A. Evaluate f (3) + g (2) (A:2) B. Evaluate f (a) + g (a + 1) (1:2) C. Determine the domain of r (x ) ifr (x ) = F ( I ) (A:2) D. Determine the expression for g - (x) (1:2) E. If m (x) = f (x) + g (x), determine the x-intercept of m (x)

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