Question

what are the extreme values for f(x)=5 square root 3+x^2

Answer 1

"@mathmale

Answer 2

\[f(x)=5\sqrt{3+x^2}\text{ ? }\]

Answer 3

yes

Answer 4

What is your first thought?

Answer 5

im just confused never heard of a extreme value

Answer 6

Here "extreme value" refers to either a "maximum" or a "minimum."
Find the derivative of the given function and solve for the critical value (or values).
Plot these on the x-axis of a set of coordinate axes.
This will definie several intervals on the x-axis.

Choose a representative number from each such interval. Plug that number into the derivative of f(x). Is the result + or - ?

Know what to do next?

Answer 7

no @mathmale

Answer 8

Are you familiar with derivative? @xedwinvf67

Answer 9

no sir i dont

Answer 10

Ok you do know what \(x^2\) looks like, right?

What is extreme values for \(x^2\)?

Answer 11

1?