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Today is: Wednesday, September 21 th, 2005 Lesson 1.7 Introduction to Functions Chapter 1 Test is Tuesday, September 27 th Don’t forget you can use a note.

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Presentation on theme: "Today is: Wednesday, September 21 th, 2005 Lesson 1.7 Introduction to Functions Chapter 1 Test is Tuesday, September 27 th Don’t forget you can use a note."— Presentation transcript:

1 Today is: Wednesday, September 21 th, 2005 Lesson 1.7 Introduction to Functions Chapter 1 Test is Tuesday, September 27 th Don’t forget you can use a note card. Turn it in the day before the test. Note books are due on the day of the test! We will review tomorrow. MR. OWH

2 Lesson 1.7 Introduction to functions Your Name Period # 9/21/2005

3 Warm-ups Please multiply the following numbers: Please divide the following numbers:

4 Definitions Input: values that are substituted into an equation. Output: values that are created from the input values. Function: is a rule that establishes a relationship between two quantities, called input and output. For each input there is only ONE output. More than one input can have the same output.

5 Definitions (con’t.) Domain: collection of all input values. Range: collection of all output values. Solution: of an equation is the values of the variable that make a true statement.

6 This is a function: 12341234 56785678 Input Output

7 Is this a function?: 123123 2323 Input Output Yes!

8 This is NOT a function: 123123 456456 Input Output

9 Example 1: Do the following input-output tables represent a function? A) B) InputOutput 810 126 137 246InputOutput 210 38 46 211 Yes No

10 Example 2: Create an input-output table for the following equation using –1, 1, 2 for input values. A) y=12+3x x y 1 2 9 12-3=9 15 12+3=15 18 12+6=18

11 Example 3: Create an input-output table for the following equation using –2, –1, 0, 1, 2 for input values. B) y=4x-10 x y 1 2 -14 -4-10=-14 -6 4-10=-6 -2 8-10=-2

12 Example 3: A plane at 2000 ft. altitude climbs at a rate of 1000 ft./min. for 4 minutes. The altitude h for t minutes is given by: h = 2000 + 1000t a) Make an input-output table for the function. b) State the domain. c) State the range. d) Graph the data on a line graph.

13 What Mr. Owh?!!! I don’t get it! Please help!

14 HW G1 #10 Page 49 #10-32 (Copy Problems) HW G1 #11 Page 54 #1– 29 (Copy Problems)


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