please I need the solutions for these pictures

Original Function Parent Domain and x and y Local Max IRC and ARC No restrictions Function Range intercepts and Min Polynomials of even degree Eg. f ( x) = (x - 2)= - EE f ( x) = x2 Eg. DIXER Eg xint (0,0) Eg. Local Eg IRC at x=3 4 and (4,0) min ....Show Ry 2 -4 (2,4 calculations yint (0,0) ARC [3.5] ...show calculations Polynomials of even degree Exponential Functions Logarithmic Function Trigonometric function Rational Function Sum/product/quotient Composite FunctionCreate a design that meets the following expectations: . Must be creative - have a message that is important and relevant Must include at least one of each of the functions below: 0 Polynomial function of even degree (greater than 2) 0 Polynomial function of odd degree (greater than 1) D Exponential function 0 Logarithmic function Trigonometric function 0 Rational function A sum/ difference/ product or quotient of two of the above functions 0 A composite function You must provide a "legend" (complete the chart on the next page): 0 State the original functions for each part of the design and the parent function for each function used State domain and range for the original functions for each of the following: polynomials (odd or even), rational functions, exponential functions, logarithmic functions, trigonometric functions, one composite and one combined function. 0 * and y interceptfor the original functions for each of the following: polynomials (odd or even), rational functions, exponential functions, logarithmic functions, trigonometric functions, one composite and one combined function. 0 Local max and local min for the original functions for each of the following: polynomials (odd or even), rational functions, exponential functions, logarithmic functions, trigonometric functions, one composite and one combined function. Select a composite functions from your design and calculate instantaneous rate of change and average rate of change. Show all your work. Maximum of 30 graphs . You must submit a UNIQUE design that is your own original work