Question: Please complete the table and the graphs normally in the attachments below and state the transformations. Provide a brief explanation to each seperately. Practice 1:

Please complete the table and the graphs normally in the attachments below and state the transformations. Provide a brief explanation to each seperately.

Practice 1: Graph using transformations: g(x) = -=(2)* + 1 a = k =. d = C=. Parent function af (kx ) af[k(x - d)] + c f (x) = (2)* xay) (x+ day+ c) Transformations: Practise 2: Graph using transformations: g(x) = 2 (=) - 2 0 = k = d =_ C=. Parent function af(kx) af[k(x - d)] + c f(x) = () (xay) (x+ day + c) Transformations:Practise 3: Graph using transformations: g(x) = (4)-2X-4 + 3 0 = k= d = C=_ Parent function af (kx) af[k(x - d)] + c f(x) = (4)* (xay) (x+ day + c) Transformations: Practise 4: Graph using transformations: g(x) = - (=) +5 0 = k =_ d = C=. Parent function af (kx) af[k(x - d)] + c f(x) = () [xay) (x+ day+c Transformations

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