Putting derivatives to work: how fast is one thing changing given another, finding the highs and lows of a function, sketching curves, and solving optimization problems.
Diagnostic: see what you remember and what needs work.
Coming when we startHow fast is one quantity changing given how fast another is changing?
Coming when we startHighest and lowest values on a closed interval.
Coming when we startLocal maxima and minima — the first-derivative test.
Coming when we startUse derivatives to draw a complete picture of a function's behavior.
Coming when we startMaximize or minimize subject to a constraint.
Coming when we startEnd-of-module assessment.
Coming when we start