Question

find the value of c mean values theorm?
(x-1)(x-2)(x-3) [0,4]

Answer 1

You have to calculate the elevation of the secant between (0, f(0)) and (4, f(4)). Then differentiate your function and see where the derivative assumes this value.

Answer 2

i am find the derivate but my value of c is wrong ...
f(b)-f(a) / b-a
this is the formula now find the c

Answer 3

yes, choose a=0 and b=4 and calculate it.

Answer 4

x3 cube - 6x2 square +11x -6=0 now find value of c
x3-6x2+11x-6=0

Answer 5

what is your problem?

Answer 6

my prb is what is the value of c just..

Answer 7

What do you mean by c? You never said what it is!

Answer 8

its a formula ok
f(c)=f(b)_ f(a) /b-a
not find the derivate and put the values

Answer 9

You mean \[f'(c) = \frac{f(b) - f(a)}{b-a}\] and what is the problem with it? Just insert all the known variables, do the differentiation and solve the resulting quadratic equation!

Answer 10

iam put the all values f(b)-f(a)/ b-a. what is the answer using quarditic equation

Answer 11

So what quadratic equation have you got?

Answer 12

i have to values of c ..2-2\[\sqrt{15}\]

Answer 13

2-2 ander root 15
2+2 under root 15

Answer 14

You should check your calculation, the correct solution is \[c = 2 \pm \frac 2 3 \sqrt{3}\]