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MBF3C Lesson #3: X and Y Intercepts of Exponential Relations.

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Presentation on theme: "MBF3C Lesson #3: X and Y Intercepts of Exponential Relations."— Presentation transcript:

1 MBF3C Lesson #3: X and Y Intercepts of Exponential Relations

2 On page 386-387 of your textbook if you need a greater understanding of how to tell if a given function is linear, quadratic or exponential.

3 X and Y Intercepts of Exponential Relations

4 1. a graph 2. an equation 3. a word description

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10  Create a table of values  Classify as Linear/Quadratic/Exponential  Determine a formula for Linear and Exponential relations

11  In your group, complete a table of values AND use the graphing calculator to graph three of the following exponential relations.

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13 Certain bacteria, under the right conditions, multiply themselves. You will use strips of paper, each representing a bacterium, to model its growth. For this activity, each member of your group must choose a role: Recorder - records data Counter - counts pieces for recorder Reader - reads questions for other group members Facilitator - keeps discussion of topic going Cut your strip(s) of paper into _______ equal pieces How any total pieces to you have? _______ Cut each piece into ________ equal pieces. How many pieces do you have? ______ Continue to cut each piece into ________ equal pieces to complete the table: Graph your result. Identify characteristics of your graph. x-intercept y-intercept Create an equation to model the data.

14 1. An antique costs $800. Its value increases by 15% each year. x-intercept: y-intercept: Equation:

15  2. The population of Mathville is 23 000. Each year, the population increases at a rate of 3.4% x-intercept: y-intercept: Equation:

16 Exponential Growth Formula: Amount after increase Amount before increase Rate of increase Time

17 1. In your group, complete a table of values or use the graphing calculator to graph three of the following exponential relations.

18  2. For each exponential relation, describe its characteristics:

19 Decay formula Amount after decrease Initial amount before decrease Rate of decrease Time Exponential Decay Formula:

20 Question 2 on slide 5, page 2 of lesson notes Question 2 on slide 11, page 3 of lesson notes + Page 390 – 391 Q# 1 - 6

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