2. Draw the graph of f(x) = x In(xl) - (x – 4) ln( 2 – 41).
Graph the function f(x) = -2, and draw the tangent lines to the graph at points whose x-coordinates are -2,0, and Clear All Draw: F f(x+h)-f(x) Find the difference quotient Preview Find f'(x) by determining lim f(a+h)-f(x) h Preview
4) Draw the graph of the fun Braph of the function f (x) if f is continuous on (-0,00) when you know the following. 16 pts f(0) = -3 f(-2) = 0 = f(2) f' <0 on x <-3 f' <0 on - 3 < x < 0 f'> 0 on 0<x<3 f'>0 on x > 3 - No >< f" <0 on x < -3 f"> 0 on - 3<x<0 f"> 0 on 0<x<3 f" <0 on x >...
Below is the graph of y=f(x). Graph y=-f(x). 6- 4+ x s ? 2- -4 4 6 -2 -4- -6-
10 Draw the graph of f(x) = 52-2 No + 9 8 7 6 5 4 3 2 1 5 6 7 8 9
Graph: 4) f) 31+ 2 5) f(x)-x-3x2-4x +6 Graph: 4) f) 31+ 2 5) f(x)-x-3x2-4x +6
draw the basic graph and draw a new graph for each shift 17. f(x) = 9+, (х+3)2 екуьное куска арміру
Need answer all question and draw Below is the graph of y= f'(x). Use the graph to answer the questions that follow. -4 -3 1. On what intervals is f(x) decreasing? Write your answer in interval notation. 2. What is the total change in f as x goes from 1 to 2? 3. At what value(s) of x does take on a local maximum? If there are none, write "NONE" in the answer space. 4. If f(-2)=-3, what is the...
2. (20pt.) Let f(x, y) 2 (a) draw and describe the level curves of f of value c= 0,1,2,4 (b) sketch the graph of f (r.y) 2. (20pt.) Let f(x, y) 2 (a) draw and describe the level curves of f of value c= 0,1,2,4 (b) sketch the graph of f (r.y)
Below is the graph of y=f(x). Graph y = -f(x). r -6 -2 2 4 6