Please refer to the following:

Given the parent function, f (@) = ", determine the function in vertex form with the following transformations: Horizontally compressed by a factor of - O g(x) = 573 O g(x) = 123 O g(x) = (5x)3 O g(x) = (x)3 O g(x) = (5x3) O g(x) = (423)Given the parent function, f (@) = , determine the function in vertex form with the following transformations: Horizontally stretched by a factor of 3, shifted right 6 O g(x) = (3x + 6)3 O g(x) = (3x - 6)3 O g(x) = (3(x +6))3 O g(x) = (3(x -6))3 O g(x) = (}2+6)3 O g(z) = (1x -6)3 O g(x) = (4(x +6))3 O g(x) = (4(x -6))3 O g(x) = (1x) +6 O g(x) = (3x)3 - 6Given the parent function, f () = a, determine the function in vertex form with the following transformations: Vertically stretched by a factor of 4, shifted right 1 g(I) 1/4 (X 4 Nothing goes hereGiven the parent function, f (@) = , determine the function in vertex form with the following transformations: Vertically stretched by a factor of 4, shifted right 1 g (x) V 1/4 4 Nothing goes hereGiven the parent function, f (r) = , determine the function in vertex form with the following transformations: Vertically stretched by a factor of 4, shifted right 1 V +1 -1 Nothing goes hereGiven the parent function, f (r) = , determine the function in vertex form with the following transformations: Vertically stretched by a factor of 4, shifted right 1 X +1 -1 Nothing goes here