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Functions, Graphs, and Limits

Home Calculus Functions, Graphs, and Limits Exercises Finding Horizontal/ Slant/ Curvilinear Asymptotes Exercises

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Exercises
Functions Are Your Friend
Graphing and Visualizing Limits
Piecewise Functions and Limits
One-Sided Limits
Limits via Tables
Limits via Algebra
Vertical Asymptotes
Finding Vertical Asymptotes
Vertical Asymptotes vs. Holes
Limits of Functions at Infinity
Finding Horizontal/ Slant/ Curvilinear Asymptotes
How to Draw Rational Functions from Scratch
Power Functions vs. Polynomials
Polynomials vs. Logarithmic Functions
The Basic Properties
Adding and Subtracting Limits
Multiplying and Dividing Limits
Powers and Roots of Limits

Table of Contents

Page (1 of 10) Exercises: 1 2 3 4 5 6 7 8 9 10

Exercise 1

For the function find any horizontal, slant, or curvilinear asymptotes. Specify the type of each asymptote, and whether the function f approaches the asymptote as x approaches ∞, -∞, or both.

f(x) = 2^-x

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