Hi I need help with these 6 questions, thank you.

4. The graph of f (x) = x' is transformed to obtain the graph of g(x) = -2(3x) + 5. a) Describe the transformations. Use words like horizontal/vertical and stretch/compression, etc. b) Complete the table below, Give answers accurate to 2 decimal places where necessary. You don't have to show your work. f(x) g(x) (-5,-125) (0, 0) (4, 64) 5. If f(x) = x* and g(x) = -5f (x - 1)| + 2, write the equation for the function g(x) and determine its domain and range.\f1. For the two graphs shown below, determine the following: i) an even or odd degree function. ii) the domain and range of the function (give answers accurate to 1 decimal place where necessary). b ) 5 ALLX 10 -5 5 10 -10 5 10 2. Determine the value of the leading coefficient of a function whose eighth finite difference has a constant value of -201,600. Show your work. Describe the end behaviour of the function. 3. Write the equation of the cubic function with zeros at -5, -2 and 3 with a y-intercept of 45. Show your work. Describe the end behaviour of the function