Pls help me!! Show all work! I wil mark brainlest!!
1 answer:
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Answer:
The coordinate of the relative maximum is x=4.
Step-by-step explanation:
Given that the derivative of the function is
, the maxima and minima or the critical points can be found where
that is:
The solutions to this equation are and
Now, if the second derivative for a function
is negative at a critical point, then the critical point is the relative maximum.
Therefore we want to see at which of the two critical points is negative. The second derivative is:
Now is
, and
is
, therefore we deduce that the relative maxium is located at
, because there the second derivative
is negative.
Thus is a linear equation, so you want to isolate m so you can compare the variable m to a constant.
You begin by getting rid of -9 by adding 9 (its opposite) since a negative plus a positive can me zero. Then you add 9 to (-13) which is the same as 13-9 but with a negative value, so you get -4.
The answer is -4
You begin by getting rid of -9 by adding 9 (its opposite) since a negative plus a positive can me zero. Then you add 9 to (-13) which is the same as 13-9 but with a negative value, so you get -4.
The answer is -4