Calculus Grapher

Unleash the power of calculus as you master the art of predicting and interpreting derivatives and integrals, and explore the fascinating impacts of discontinuity on functions! • Given a function, predict the integral, first derivative, or second derivative curves. • Identify critical points and compare that x-value across multiple graphs using the reference line. • Identify where slope is changing, constant, or zero, and relate the slope of the tangent line to the derivative curve. • Identify where area under the curve is positive or negative, and relate the net signed area to the integral curve. • Explain the effect of a discontinuity in a function on the derivative and the integral curves.