(point) Match each logarithmic function f(x) with its graph. 1.f(x) = ln(-x) 2.f(x) = - In(-x)...
Match each function with its graph Function Graph Color a. red If'(x) f''(x) b. green c. blue 2 -54 -3 -2 -1 1 2 3 4 5 1 -2 a The function graphed above is decreasing on the interval << The inflection point is at x =
The graph of a logarithmic function is given. Match the graph to its function Which function matches the graph? O A. ys - logs - x) OC. y log six-1) OE y = logs(X) OG y = 1 - logs OB y = logsx-1 OD, y logs OFylogs OH y = log (1-x)
# 2,3,4,7, 10,11,15,18) Differentiate the function: #2 f(x) = ln(22 + 1) #3 f@) = ln(cos) #4 f(x) = cos(In x) #7 f(x) = log2(1 – 3x) #10 f(t) = 1+Int #11 F(x) = In( 3+1") #18 y = (ln(1 + e*)] # 23) Find an equation of the tangent line to the curve y = In(x2 – 3) at the point (2,0). # 27, 31) Use the logarithmic differentiation to find the derivative of the function. # 27 y...
Match each function with its graph. Give reasons for your choices. 1. / (x,y) = 1 +sin y 2. S (x,y)= 4-r - 4. S (x,y) - In (x2 + y2 + 1) 5. S (x,y)=x? / 3. S (x,y) = cos(x + y) 6. f(x,y) = xy 0 55 0X A 10 800
(1 point) Write an expression for the function, f(x), with the properties. f'(x) = (ln(x)2)/x and f(5) = 6. 133 f(x) = Steel where a = and b =
-2x +1, if x s -1 For the function f(x)= 2,1. ifxs- 6. I. Evaluate: a) f(-2) b) f(-1) c) f(o) II. Graph the function f(x) 5 2 -3 -5 7. Expand the following logarithmic expression using the properties of the logarith Assume all variables are positive. In Ve , find sin θ and tan θ, where θ terminates in the third quadra If cos θ 8. -2x +1, if x s -1 For the function f(x)= 2,1. ifxs- 6....
Graph off 2. The figure above shows the graph of f', given by f'(x) = ln(x2+1) sin(x*) on the closed interval (0,3). The function f is twice differentiable with f(0) = 3. (a) Use the graph of f' to determine whether the graph of f concaves up or concaves down on the interval 0<x<1. Justify your answer. (6) On the closed interval (0,3), find the value of x at which f attains its absolute maximum Justify your answer. (c) Find...
Write a logarithmic equation corresponding to the graph shown. Use f(x) = log (x) as the parent function. y = X y 8 6 4 NO x -8 -6 - 4 -2 2 4 6 8 (-2, -3) -6 Note that the equation of the given graph will be of the form f(x) = a logo function y = logb(x), and compare the x-intercepts and vertical asymptote identifiable intentheah halte determine the constanta
Consider the function below. y z= 2+x+ (a) Match the function with its graph (labeled A-F). (b) Match the function with its contour map (labeled 1-VI). O V VI Give reasons for your choices. Select- Also, the values of z approach 0 as we use This function is not periodic, ruling out the graphs in (b) Match the function with its contour map (labeled I-VI) II III IV V VI Give reasons for your choices. This function is not periodic,...
1 2 3 4 5 6 match what goes where. 4.2.47-52 Question Help The graph of a logarithmic function is given Select the function for each graph from the following options |H(x)-1-log 9x f(x)=log98 g(x): log9(x-1) h(x1-1og 9x-t F(x)--logy® G(x) = logg(-x) Drag each function given above into the area below the appropriate graph, depending on which function is represented by which graph 47 48 6810 10-8-6-4 2 凹 46 8 10 50 51 Q 52 10 A 10 Drag...