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Home > AC > Chapter 6 > Lesson 6.3.1 > Problem 6-100


Consider the equation .  

  1. If you graphed this equation, what shape would the graph have? How can you tell?

    If there's an and a , and there are no exponents like , what kind of graph does the equation make?
    Remember that this equation could be written in form.

  2. Without changing the form of the equation, find the coordinates of three points that must be on the graph of this equation. Then graph the equation on graph paper.

    Make a table and substitute values for and until you have enough points to graph the line.

  3. Solve the equation for . Does your answer agree with your graph? If so, how do they agree? If not, check your work to find the error.

  • Solve for :

  • Yes, they both have the same starting value () and growth ().