- I Two Dimensional Plots 1 Plot The Function X 5 For 3 Ss5 4 3x2 5sin X 2 Plot The Function Ft Xte1 F 1 (71.32 KiB) Viewed 21 times
I. Two-dimensional Plots 1. Plot the function () = (x+5) for-3 SS5. 4+3x2 5sin (x) 2. Plot the function ft) Xte1** - **for-55x5 10. 3. Make two separate plots of the function f(x) = (x + 1)(x - 2)(2x -0.25) - e*, one plot for 0 <x<3 and one for-33x56. 4. A parametric equation is given by x = 1.5 sin(5t), y = 1.5 cos(3t). Plot the function for Osts 2n. Format the plot such that the both axes will range from 2 to 2. 5. The position as a function of time of a squirrel running on a grass field is given in polar coordinates by: r(t) = 20 + 30(1 - -0.17) meters e(t) = (1 - -0.21) de a. Plot the trajectory (position) of the squirrel for 0 <120 s. b. Create a second plot for the speed of the squirrel, given by v = r as a function of time for Osts 20 s.