Algebra Adventure
  • Adventure Central
  • Quadratic Quandry
    • Level One: Quadratics In Vertex Form>
      • What is Vertex Form
      • Transforming General Form to Vertex Form
      • Will it Hit The Hoop?
    • Level Two: Graphs Using Vertex Form>
      • Graphing Quadratics in Vertex Form
      • Quadratic Modeling Using Vertex Form
      • Project: Modeling the Golden Gate Bridge
      • Project: Quadratic Regression Modeling
    • Level Three: Optimization Using Quadratic Functions>
      • What is Optimization?
      • Optimization With Quadratic Functions
      • Problem Solving With Quadratic Optimization
  • Sequences Spree
    • Level One: Arithmetic Sequences>
      • Number Sequences
      • Identifying and Using Arithmetic Sequences
      • Problem Solving With Arithmetic Sequences
    • Level Two: Geometric Sequences>
      • Identifying and Using Geometric Sequences
      • Connection: Geometric Sequences & Exponentials
      • Problem Solving With Geometric Sequences>
        • Double Sunglasses
        • Fry's Bank
        • Incredible Shrinking Dollar
  • Logarithm Legend
    • Level One: Intro to Logarithms>
      • Logarithms & Exponentials
      • Logarithms in Base 10
    • Level Two: The Laws of Logarithms & Natural Logs>
      • Investigation: Discovering the Laws of Logarithms
      • Using the Laws of Logarithms
      • Natural Logarithms
    • Level Three: Applications of Logarithms>
      • Solving Exponential Equations Using logs
      • Further Problem Solving Using Logs>
        • Double Sunglasses: Reprise
        • Fry's Bank: Reprise
        • Domino Skyscraper

Welcome to Logarithm Legend!

In this stage of the Algebra Adventure, you will unlock the mysteries of logarithms. Don't worry if you don't know what logarithms, or simply 'logs' are, or maybe you've never even heard of them! This stage of the adventure will reveal all things logarithmic to those who are worthy of the challenge.

Logarithms are very closely related to exponential functions - in fact, logs and exponentials are mathematical inverses of each other. Since you have just had a review of exponentials and their connections with geometric sequences, you should be ready to get started. So click on the button below to continue the adventure.
continue the adventure!