Ask a New Question
Search
Questions and answers by
mkcolema
Questions (14)
9.
f(x)= x sqrt(x^2+4) on interval [-5,4] What region does it concave down? What region does it concave up? Max? Min?
4 answers
470 views
8.
f(x)= - 2x^3 + 45x^2 -300x +9 There are 3 intervals (-inf,A], [A,B], [B, inf) where A and B are critical points. Find A and B?
0 answers
432 views
7.
f(x)= 6x^3- 9x^2- 360x - 5 What interval is it decreasing? What 2 intervals is it increasing? What is the local max?
0 answers
382 views
6.
f(x)= 12x^5 + 30x^4 - 160x^3 +4 For this function there are four important intervals:(-inf, A] , [A,B] ,[B,C],[C, inf) where A
0 answers
722 views
5.
f(x)= -2x^3 + 27x^2 - 108x +10 Value of x and local min? value of x and local max?
1 answer
485 views
4.
f(x)= 7-5x^4 What does x equal? what is the absoloute max?
0 answers
333 views
f(x)= x^3/x^2-16
defined on the interval [-19,16]. Enter points, such as inflection points in ascending order, i.e. smallest x
0 answers
681 views
f(x)=3-3x^2 -3 <= x <= 2
How do you find the absolute max and min value? What does x equal?
3 answers
403 views
f(x)=2x^3-36x^2+162x-6
small critical number? Large critical number?
1 answer
499 views
f(x)=(5x-4)e^2x
How do you find the one critical number??
2 answers
709 views
A rectangle is inscribed with its base on the x-axis and its upper corners on the parabola y+1-x^2. What are the dimensions of
0 answers
451 views
Consider the function f(x)= (2x+8)/(6x+3). For this function there are two important intervals: (-inf, A)
(A, inf) and where the
1 answer
1,232 views
for x (-12, 10) the function f is defined:
f(x)=x^7(x+2)^2 On which two intervals is the function increasing (enter intervals in
1 answer
675 views
The function 9x+3x^-1 has one local minimum x=?? and one local maximum x=??.
1 answer
1,344 views
Answers (4)
Thanks Damon. And to Bob and Reiny, I was not asking for answers at all, I assumed that when someone looked at the question they would explain how to do it, not give me the answer. Considering I have all the answers in the back of my book. But thanks.
nevermind i got it! thanks!
I don't understand how to get the min??
3/4 solve for y move -4y to the other side: 4y=3x-16 Divide everything by 4: y=3/4x-4