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11/12/13 Algebra 1 Warm-up 5.1a

NOTES 5.1 & 5.2
FUNCTIONS:
ORDERED PAIRS,
FUNCTION RULES,
AND GRAPHS
Textbook Pgs. 249-260
Vocabulary

Example 1: Real-life relation:
Hours
$ Earned

2
14

5
35



Write as a set of ordered pairs



Identify the domain and range



Graph the data



Write a rule

7
49

8
56
Example 2: Use an equation

Example 3: Function or Not?


Month
Rain
(in)

2
14

5
5

7
0

8
0

11
12
Example 4: Write a function
rule


Do you see a pattern?
Think about… how much is y changing compared to
x? Is y always a certain amount bigger or smaller?



Use a table:



Use a graph:
Ex 5: Write a word prob. as a
function


You plan to attend up to 5 art lessons that cost
$12 each.
 Independent

Variable?
 Dependent Variable?


Write the amount you will spend as a function
of the number of lessons you will attend.
(Function Rule):
 Domain?
 Range?
Example 6: Analyze a graph


0
1
2
3
4

0.95
1.28
2.27
1.76
2.18

* Explain how you
know that the graph
represents a function

* Describe any trend
in the data
Essential Questions:


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Notes 5.1 & 5.2 honors

  • 1. 11/12/13 Algebra 1 Warm-up 5.1a 
  • 2. NOTES 5.1 & 5.2 FUNCTIONS: ORDERED PAIRS, FUNCTION RULES, AND GRAPHS Textbook Pgs. 249-260
  • 4. Example 1: Real-life relation: Hours $ Earned 2 14 5 35  Write as a set of ordered pairs  Identify the domain and range  Graph the data  Write a rule 7 49 8 56
  • 5. Example 2: Use an equation 
  • 6. Example 3: Function or Not?  Month Rain (in) 2 14 5 5 7 0 8 0 11 12
  • 7. Example 4: Write a function rule  Do you see a pattern? Think about… how much is y changing compared to x? Is y always a certain amount bigger or smaller?  Use a table:  Use a graph:
  • 8. Ex 5: Write a word prob. as a function  You plan to attend up to 5 art lessons that cost $12 each.  Independent Variable?  Dependent Variable?  Write the amount you will spend as a function of the number of lessons you will attend. (Function Rule):  Domain?  Range?
  • 9. Example 6: Analyze a graph  0 1 2 3 4 0.95 1.28 2.27 1.76 2.18 * Explain how you know that the graph represents a function * Describe any trend in the data