Question

how to draw y=f'(x) graph from y=f(x)?

Answer 1

first obtain the function f'(x) from f(x) and then obtain values of y=f'9x0 for different values of x and hence yu could draw the graph.....also the function f'(x) graph is always the tangent at any point for f(x)

Answer 2

but the function is just y=f(x), i cannot differentiate it..

Answer 3

(b) The diagram shows the graph of y = f ( x) . The curve passes through the points
A(0, 0), B(3, 0), C(4,3), and D(6, 2) with a gradient of 2 and 3 at A and B
respectively.
On separate diagrams, sketch the graphs of
(i) y = − f ( x) , [3]
(ii) y = f ¢ ( x) , [3]

Answer 4

question 6b

Answer 5

the main thing is when you differentiate a curve f(x) we have f'(x) then f'(a) is slope of that point now all you have to do it to draw straight line which represent the change in slope along curve

Answer 6

if a curve is like this

Answer 7

ishaaaaaaaaaaaaan

Answer 8

hmm No slope is positive at firs then at top it becomes 0 then slowly negative hence a graph like this one would be good

Answer 9

Not no it's now lol typo

Answer 10

aravind

Answer 11

i need help

Answer 12

post your question

Answer 13

u told me u will teach me physics

Answer 14

hmm not possible aravind if you have any question you can post it

Answer 15

then help me with trigo i will post

Answer 16

k?

Answer 17

I will try