Sketch a graph of a function having the following properties.
Make sure to label local extremes...
Sketch a graph of a function having the following properties.
Make sure to label local extremes and inflection points.
1) f is increasing on (−∞, −2) and (3, 5) and decreasing on (−2,
0),(0, 3) and (5,∞).
2) f has a vertical asymptote at x = 0.
3) f approaches a value of 1 as x → ∞
4) f does not have a limit as x → −∞
5) f is concave up on (0, 4) and (8, ∞)...
7. Sketch complete graphs of the following; indicate where the
function is increasing/decreasing, has local extrema,...
7. Sketch complete graphs of the following; indicate where the
function is increasing/decreasing, has local extrema, where the
graph is concave up or concave down, asymptotes and coordinate
intercepts
(a) ?(?)=(1/5)?5−? (b) ?(?)=(3?+2)/?
For the function f(x)=x^5+5x^4-4. Write "none" if there isn't an
answer.
(a) find all local extrema...
For the function f(x)=x^5+5x^4-4. Write "none" if there isn't an
answer.
(a) find all local extrema of this function, if any, and
increasing and decreasing intervals.
Local max:___ Local min:___ Increasing:___ Decreasing:___
(b) Find all the inflection points of this function, if ay. And
concave up and concave down intervals.
Inflection points:___ concave up:___ concave down:___
(c) Use part a and b to sketch the graph of the function. Must
label important points and show proper concavity.
Sketch the graph of a function f that is continuous on (−∞,∞)
and has all of...
Sketch the graph of a function f that is continuous on (−∞,∞)
and has all of the following properties:
(a) f0(1) is undefined
(b) f0(x) > 0 on (−∞,−1)
(c) f is decreasing on (−1,∞).
Sketch a function f on some interval where f has one inflection
point, but no local extrema.
Math Topic: Graphs and Trees (Please show all work if
applicable)
G1 = (V1, E1), where...
Math Topic: Graphs and Trees (Please show all work if
applicable)
G1 = (V1, E1), where V1 = {V,W,X,Y,Z} and E1 =
{(V,W),(V,Y),(W,Y),(X,W),(X,X),(Y,Z),(Z,X)}.
For G1 above, please complete the following:
a) Create a computer generated graph, clearly labeling the
vertices.
b) Is the graph unconnected, connected, strongly connected, or
weakly connected? Why?
c) Does it have a circuit path? If so, give it. If not, say
why.
d) List the degrees, in-degrees, and/or out-degrees for each vertex
(give in table...
given that f'(x)=-3x^2 -6x answer the following
what inteeval is f(x) increasing or decreasinf
find x...
given that f'(x)=-3x^2 -6x answer the following
what inteeval is f(x) increasing or decreasinf
find x coordinates of all inflection points of f(x)
on what interval is f(x) concave up and down
suppose (-2,0), (1,0) and (0,4) are intercepts of f(x) whose
domain is all real. sketch a possible graph of f(x)
find f(x) by integrating f'(x) and intercept information from
above
find all global extrema on interval [-1,5]
show work please and thanks in advance :)
Use Newton's method to find the
number arcsin(1/3) rounded to 14 digits after the
decimal point by...
Use Newton's method to find the
number arcsin(1/3) rounded to 14 digits after the
decimal point by solving numerically the equation sin(x)=1/3 on the
interval [0,pi/6].
1) Determine f(a) and f(b).
2) Find analytically f', f'' and check if f '' is continuous on
the chosen interval [a,b].
3) Determine the sign of f' and f '' on [a,b] using their
plots.
4) Determine using the plot the upper bound C and the lower
bound c for |f'(x)|.
5) Calculate the...
Consider the function f(x)=ln(x2
+4)[6+6+8=16 marks]
Note: f'(x) = 2x divided by (x2 +4) f''(x )...
Consider the function f(x)=ln(x2
+4)[6+6+8=16 marks]
Note: f'(x) = 2x divided by (x2 +4) f''(x ) =
2(4-x2) divided by (x2+4)2 (I was
unable to put divide sign)
a) On which intervals is increasing or decreasing?
b) On which intervals is concave up or down?
c) Sketch the graph of f(x) Label any intercepts, asymptotes,
relative minima, relative maxima and inflection points.