Sketch a graph of a function that has: - three local minima - two local maxima - seven critical numbers I've seen a few examples from friends, but they're really confusing. If you can make it simple with good explanations beside it, that would be great :)  Thank you

a. graph F(x)= {3-x    if x≤2}.  {x^2      if x>2} b. find f(2) and f(3) c. state the domain and range of the function

10. Describes all the features of each function below. The explain how each function was graphed from its original function. )* – 1 a) y = b. f(x) = 3 · 2×-1 c. g(x) = (0.75)3*+2 + 4

4 2 1 The graph shows how the value of a copier has depreciated over time. Use the graph to complete each statement. value of copier (in thousands of dollars) 1 3 time from date of purchase (years) 4 5 6 7 a. Complete the function, V(x) that gives the value, in thousands of dollars, x years from date of purchase: V(x)=x+- Hint: It will help to first complete these two statements: The value of the copier is decreasing at a rate of - thousand dollars per year. The value of the copier at the time of purchase was. b. Use the function you wrote in part (a) to determine the number of dollars that the copier is worth 2.5 years after purchase. Show your work. thousand dollars.