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Using this information, sketch the graph of the function. Create your own worksheets like this one with Infinite Calculus. Free trial available at KutaSoftware.com.
Compute some points on the curve, especially any that are easy to calculate. Sketch the curve - sketch asymptotes as dashed lines; plot any known points on the curve (e.g. intercepts); finish by connecting the points of continuous functions in accord with all information. Domain -- find it. periodicity. Compute f’(x). Find.
Worksheet by Kuta Software LLC Calculus Curve sketching Practice! Name_____ ID: 1 Date_____ Period____-1-For each problem, find the: x and y intercepts, asymptotes, x-coordinates of the critical points, open intervals where the function is increasing and decreasing, x-coordinates of the inflection
Free Calculus worksheets created with Infinite Calculus. Printable in convenient PDF format.
You might have wondered, why bother learning how to sketch curves using calculus if I can just plug the equation into a computer and see the graph? But it could happen that you don't actually have a neat formula for the function you're trying to graph. In this worksheet, you'll reconstruct a graph of a function given some data about it.
Curve Sketching Practice With a partner or two and without the use of a graphing calculator, attempt to sketch the graphs of the following functions. Pertinent aspects of the graph to include (include as many as you can): asymptotes (vertical/horizontal) domain local extrema/regions of increase/decrease points of in ection/concavity x-intercepts(?)
Sketch the graph of the curve. carefully labelling any turning points and asymptotes. 2. The parabola x = y2 + ay + b crosses the parabola y = x2 at (1, 1) making right angles. Calculate the values of a and b. On the same axes, sketch the two parabolas. 3. The curve C in the xy-plane has equation. x2 + xy + y2 = 1.
200X Calculus I: Curve Sketching Worksheet November 7, 2012 Techniques for carefully sketching functions When sketching a graph of a function f(x), you want to clearly indicate all the important features of the function, including: its domain, the x- and y-intercepts (maybe), intervals on which the
Calculus 1 Tutor - Worksheet 8 – Curve Sketching Using Derivatives 1. Use derivatives to find when the function is increasing or decreasing, maxima, minima, inflection points, and concavity of the graph of (𝑥)=𝑥2−𝑥+5. 2. Use derivatives to find when the function is increasing or decreasing, maxima,
Worksheet by Kuta Software LLC www.jmap.org Calculus Practice: Curve Sketching 2 Name_____ ©M T2h0G2F2S qKVuNt[aj LSwoDfrtewjaNrLe[ tLdLpCN.H c fAElllj JruifgthDtNs[ KrIeOsye]rwvSeSdX.-1-For each problem, find the: x and y intercepts, asymptotes, x-coordinates of the critical points, open intervals where the function is increasing and ...