Study Guides
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1.
The Slope and Equation of a Line Help
Introduction to The Slope and Equation of a Line The slope of a line and the meaning of the slope are important in calculus. In fact, the slope formula is the basis for differential calculus. The slope of a line measures its tilt. The sign of the slope tells us ...
Source: McGraw-Hill Professional -
2.
The Slope and Equation of a Line Practice Test
Review the following concepts if needed: The Slope and Equation of a Line Help The Slope and Equation of a Line Practice Test
Source: McGraw-Hill Professional -
3.
Introduction to Functions Help
Introduction to Functions A relation between two sets A and B is a collection of ordered pairs, where the first coordinate comes from A and the second comes from B . For example, if A = {1, ...
Source: McGraw-Hill Professional -
4.
Introduction to Functions Practice Test
Review the following concepts if needed: Introduction to Functions Help
Source: McGraw-Hill Professional -
5.
Functions and Their Graphs Help
Introduction to Functions and Their Graphs The graph of a function can give us a great deal of information about the function. In this chapter we will use the graph of a function to evaluate the function, find the x- and y ...
Source: McGraw-Hill Professional -
6.
Functions and Their Graphs Practice Test
To review these concepts, go to Functions and Their Graphs Help Even and Odd Functions Help
Source: McGraw-Hill Professional -
7.
Combinations of Functions Help
Introduction to Combinations of Functions Most of the functions studied in calculus are some combination of only a few families of functions, most of the combinations are arithmetic. We can add two functions, f + g(x), subtract them, ...
Source: McGraw-Hill Professional -
8.
Combinations of Functions and Inverse Functions Practice Test
Review the following concepts if needed: Combinations of Functions Help Inverse Functions Help
Source: McGraw-Hill Professional -
9.
Translations and Special Functions Help
Introduction to Translations and Special Functions Calculus students work with only a few families of functions—absolute value, n th root, cubic, quadratic, polynomial, rational, exponential, logarithmic, and trigonometric functions. Two or more of ...
Source: McGraw-Hill Professional -
10.
Translations and Special Functions Practice Problems
To review these concepts, go to Translations and Special Functions Help Translations and Special Functions Practice Problems Directions: ...
Source: McGraw-Hill Professional
