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2. Let f(x)= V12-x-x?. Evaluate lim f(x). Justify each step by indicating the limit law(s) used....
Evaluate it (b) Evaluate the limit lim (Vlog(x)) 10+ Make sure you clearly explain/justify each step in your working.
Assume lim f(x) = 8 and lim g(x)=6. Compute the following limit and state the limit laws used to justify the computation. limf(x)g(x) + 16 limx19(x) + 16 = (Simplify your answer.) Select each limit law used to justify the computation. D A Constant multiple B. Quotient C. Power D. Root E Product F. Difference O Sum
Evaluate the limit lim x→5 x^2 −2x−15/ x^2 −25 Evaluate the limit lim x→∞ x^2 + x /x^5 c. Find all points on the graph of f(x) = 2x^3 −x where the tangent line is parallel to the line y = 149x + 7.
4. Evaluate the limit (4pts each) 9x4+x (a) lim x -3 (b) lim Vx +25 4. Evaluate the limit (4pts each) 9x4+x (a) lim x -3 (b) lim Vx +25
Let lim f(x) 15 and lim g(x)=5. Use the limit rules to find the following limit. x-+5 x- 5 lim [fx)-g(x) X 5 lim [f(x)-g(x)) x 5 (Simplify your answer.) Let lim f(x) 15 and lim g(x)=5. Use the limit rules to find the following limit. x-+5 x- 5 lim [fx)-g(x) X 5 lim [f(x)-g(x)) x 5 (Simplify your answer.)
1 Given lim f(x) = 5, lim g(x) = -2, and lim h(x) = 0, evaluate the limit: lim x-c f(x) - 8(x) 1-C X- X-C 1 5 b) c) d) e) does not exist
Let fi and f2 be functions such that lim e s f1 (2) = + and such that the limit L2 = lim a s f2 (x) exists. Which one of the following is NOT correct? O limas (f1f2)(x) = 0 if L2 = 0. limas (fi + f2)(x) = too if L2 = -0. Olim as (f1f2) (x) = too if 0 <L2 5+co. lim a s (f1f2)(x) = - it L2 = -. Which one of the following...
Evaluate the limit, using L'Hôpital's Rule if necessary. x3 lim X-00 9eX/5 Step 1 +3 The limit to be evaluated is lim ** 9ex/5 By direct substitution we have the following. *3 lim x 9ex/5 Thus, the direct substitution results in --Select-- form. Submit Skip (you cannot come back)
math help! 1. Evaluate each limit. If there are indeterminate forms, state them at each step of your work. Simplify your answers! b. (6 pts) Evaluate lim x->2 , where the line y = (x+2) is tangent to (x) at x 2 in y =(-2)
Consider the limit lim V5x2 – x + 2 - (x – 7) X-00 5x2-x+2+(x-7) (a) By multiplying the expression inside the limit by V5x2-x+2+(x-7) and simplifying, write the limit as an indefinite form (b) Use algebra and limit laws to evaluate the indefinite form found in (a). Do not use L'Hopital's rule to do this. You do not have to state explicitly which limit law(s) you are using.