This chapter concerns a type of derivative problem in which we solve for one rate of change, given that we know some other rate of change.

10 мар. 2014 г. · Calculus I - Lecture 14 - Related Rates. Lecture Notes: http://www.math.ksu.edu/˜gerald/math220d/. Course Syllabus: http://www.math.ksu.edu ...

о In a related rates problem, you have an equation relating two or more things that change over time, and we want to find the rate of change (a derivative) of ...

We present a progression of examples in this section. After the first example, a general procedure is given for solving related-rate problems. An oil rig ...

Objectives – Upon completion of this 3-day lesson, students will be able to: • understand that as one measurement of an object changes, it will affect the ...

In most related rates problems, we have an equation that relates a bunch of quantities that are changing over time. For example, suppose we have a right ...

a) Find the rate at which the volume of the bubble is increasing when the radius of the bubble reaches 8cm . b) Determine the rate at which the volume of the ...

A rate of change is given by a derivative: If y = f(t), then dy dt. (meaning the derivative of y) gives the (instantaneous) rate at which y is changing with ...

Related rate problems are at the heart of Newtonian mechanics; it was essentially to solve such problems that calculus was invented. Strategy for Solving ...

1. Draw a picture. 2. Make a list of all known and unknown rates and quantities. 3. Relate the variables in an equation ...