Can someone please help me with this multiple question please
See attachment 1st
Question 1: What is the value of f"(4)? Question 2: Is f(x) increasing or decreasing at x=2? Explain how you know Question 3: What is the value of f(2)? Question 4:Besides possibly at the endpoints of its domain where does f(x) have its relative minimum values? Explain how you know. Question 5: Where does f(x) have its absolute minimum value? Explain how you know
@Mertsj can you please help me I am new
@satellite73 can you please help me I am new and I have no idea what is going on
can you please help
That is a picture of the first derivative of the function f
ok I am really confused and my teacher is not very good so what ever you say I am going to take notes and learn
You do know that is the graph of the first derivative, right?
yes
are you still there @Mertsj
You're the one who disappeared and wouldn't answer.
I said yes that I understood that that was what it was
what next?
At x = 4, the graph of the first derivative is a line. Its slope is -2 and its y intercept is 7. So its equation is y = -2x+7.
ok
Taking the derivative of the first derivative gives us the second derivative. It is f"=-2...a constant function. So the f"(4)=-2
oh ok gotcha
The first derivative is positive at x = 2 so the function f is increasing.
ok
so then what is next
I'm not sure about the f(2). Have to refresh my memory on that.
ok
Where the first derivative is 0 are the points where the slope of the tangent is 0 and they correspond to relative minima or maxima. So that would be 3.5 and 7
sorry but the last post you did what question does that go along with
4
That would help you understand this topic.
ok but I will look at the link but can you help me with rest of the questions
@phi could you please help me
I didn't see any other questions.
yes 3 and 5 you didn't help me with
@Mertsj do you see them
I think you are going to learn to do those in the video.
IYou can't explain them to me and then I look at the video
Join our real-time social learning platform and learn together with your friends!