Question: On each grid in the first column is the graph of a Parent Function. The name, general equation and domain and range of the function

On each grid in the first column is the graph of a Parent Function. The name, general equation and domain and range of the function is given. In the next two columns, there are graphs which are transformations of the parent function. (A) State the domain and range of each transformed function. [B) Write an equation for each of the transformed functions g(x) and h(x) using standard form: y = Af[B(x - C)] + D, where (C, D) is indicated on the graph; A, B are real numbers and C, D are integers. f (x ) g (x) h(x) 1A) Constant Function: 1B) Function equation: 1C) Function equation: f (x) =c g (x) = h(x ) = Domain: x E (-00, 00) Domain: Domain: Range: y = c Range: Range: ba 2A) Identity Function: 2B) Function equation: 2C) Function equation: f (x) = x g (x ) = h (x ) = Domain: x E (-00, 00) Domain: Domain: Range: y E Z (integers) Range: Range

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