Question

Find the maximum or minimum value of the function.
g(x) = 100x2 − 1100x

Answer 1

The max (or min) occurs when the derivative is 0, i.e., the curve is flat. So, take the derivative and set it to 0 to find at what X value the function is at its maximum or minimum.

Then, plug that x value into the original equation to discover the min or max value of the function.

Answer 2

so its a minimum of -3024

Answer 3

Almost, I got it's minimized at x=11/2, where the function has a value of -3025