please answer all parts

using the functions ans the graph given, find the parent function for each function, domain, and range to continue answering part II of the question. thank you A. Use Desmos to investigate on the effect of transformation parameters y = of [k(x-d)]+c on the (i) perimeter and (ii) area. To help you with the investigation, you can first with a unit square, then use your result to confirm another shape such as a rectangle. B. Find the relationship for the following expression using the transformation parameters: (i) Ptransformed (ii) Atransformed Porginal Aoriginal Note: When creating squares or rectangles, create a table of values and then use the "polygon(x,y)" commend (K:4, C:4) I-B. List their equations, parent functions, domains and range that used in your design (K:4, 1:8, A:8, C:4) A sample table (only two functions are showed to create the graph below. I used 6 functions to create this. Function Equation Parent function Domain Range y=-Vx y = Vx {XEROSx54) { YEROSYS2) y =- 1-3 x-5 {XER| 45x56) { YER | -25 150) Include the graph of the figure in the report, with the functions used identified in the graph as shown in the example. Example: sideway pinecone You do not need to shade in the shape. II-A Result of investigation for part II. Include the following: (A:4, 1:4) i. A graph of original square, then four additional graphs that shows the transformations (a, k, c, d) ii. A graph of a rectangle of any size, then two graphs that shows the difference II-B State the expressions for (i) perimeter and (ii) area (1:4) ~ (2432-1)3-,2,3 X- b - -6.8 X -10 10 ~ ( 3x2 + 4)? - 10) 3 -6 X x= (sin - 3y) {-15351} X ~ x{-1.07 5 + 5 1,07} X ~ x(-1.07 5 x 5 1.07} X topic: functions and its characteristics