You are here

Browse Classroom Capsules and Notes

You can filter the list below by selecting a subject category from the drop-down list below, for example by selecting 'One-Variable Calculus'. Then click the 'APPLY' button directly, or select a subcategory to further refine your results.

Displaying 1091 - 1100 of 1135

A visual verification of the value of the definite integral of the square root of 1-x2 from a to 1.
Draw the secant line between any two points on the graph of a quadratic polynomial. The Mean Value Theorem tells us there is a point in that interval at which the derivative equals the slope of...
Draw the secant line between any two points on the graph of a quadratic polynomial. The Mean Value Theorem tells us there is a point in that interval at which the derivative equals the slope of...
Draw the secant line between any two points on the graph of a quadratic polynomial. The Mean Value Theorem tells us there is a point in that interval at which the derivative equals the slope of...
A mathematician and his dog go out for a run. On their return, the mathematician wonders how much further he ran than the dog. His analysis uses parametric curves and vector calculus to obtain...
Several different ways of averaging class sizes and population densities are presented from different perspectives, and the possible relations among them are discussed.

The authors use inequalities to solve optimization problems without resorting to calculus, as illustrated by four common examples in calculus.

The authors derive an upper bound of the expected range of random points chosen from the unit interval according to any distribution.

The author finds Riemann sums that equal exactly the definite integrals for polynomials and negative-integer power functions.

The authors model a real traffic problem by using the fundamental theorem of calculus.

Pages

Dummy View - NOT TO BE DELETED