🎯SAMPLE LEARNING GOALS :

•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.