Q: Pls help ASAP. Pls show all work and calcualtions. And pls show each and every step.
A: To find out the derivative of the function.
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A: The above question is answered in next step and we can find the equation of the tangent line
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- Finding limits from a graph Use the graph of f in the figure to find the following values or state that they do not exist. If a limit does not exist, explain why.Evaluate the given limits by plotting the graph of function(Graph). (This is all about Basic Calculus: Evaluating limits using Graphs of the Function).Finding limits from a graph Use the graph of f in the figure tofind the following values or state that they do not exist.
- Evaluate the given limits by using table of values. Use table of values to evaluate the given limit, show your Complete Solutions (This is all about Basic Calculus: Evaluating limits using Table of Values).Finding limits from a graph Use the graph of h in the figure tofind the following values or state that they do not existUSING THE LIMIT LAWS WRITE THE LIMIT OF THE FOLLOWING FUNCTIONS GIVEN AN APPROACHING VALUE OF X
- Use a graphing calculator to graph the function. (a) Determine the limit from the graph. (b) Explain how your answer could be determined from the expression for ƒ(x) .B Using a graphing calculator sketch the graph of the function. Then evaluate the following limit for the function. 1st pic contains function.The graph of f is given below. Use the graph of f to determine the given limits and function value. Enter DNE if a limit or function value fails to exist, except in case of an infinite limit. If an infinite limit exists, enter o or -oo, as appropriate.
- How do you find the limit when you are given a graph? How do you find the limit of an infinite function? Please explain limit laws. The textbook and section I am working in is Calculus 1 by Strang and Herman.Limits at infinity Evaluate the following limits or state thatthey do not exist.Complete (a) and (b). You can verify your conclusions by graphing the functions with a graphing calculator. lim x→−∞ 3x^3 − 4x/9x^3 − 2 (a) Use analytic methods to evaluate the limit. (If the limit is infinite, enter '∞' or '-∞', as appropriate. If the limit does not otherwise exist, enter DNE.)