It depends on the function whose maximum you are trying to find.
If it is a well behaved function over the domain in question, you could differentiate it and set its derivative equal to 0. Solve the resulting equation for possible stationary points.
Evaluate the second derivative at these points and, if that is negative, you have a maximum. If the second derivative is also 0, then you have to go to higher derivatives (if they exist).
If the function is not differentiable, you may have a more difficult task at hand.
subtract the minimum from the maximum
What do you want said math problem to summarize? Try that.
It depends on the math problem, some how you have to work the pattern into the math problem. and you will need to figuer if you can prodict if it is right.
divide
you have to solve the problem
"Solve",
You can try this website.
easy you can use a calculator to find that out
"sum" means addition.... +
www.myalgebra.com
length times width
The definition of a maximum in math is very simple. A maximum is a number that nothing can exceed in that situation.