1. Let f(x)=2x−11. Use the limit definition to find f′(x). Show work. 2. Let g(x)=3x+2 and let g′(x)=33(x+2)21. a) W
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1. Let f(x)=2x−11. Use the limit definition to find f′(x). Show work. 2. Let g(x)=3x+2 and let g′(x)=33(x+2)21. a) W
1. Let f(x)=2x−11. Use the limit definition to find f′(x). Show work. 2. Let g(x)=3x+2 and let g′(x)=33(x+2)21. a) What is the domain of g(x) ? b) What is the domain of g′(x) ? c) How does the tangent line at x=−2 look like? Why? d) Draw the tangent line at x=−2 on the graph below.
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