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Algebra 1 Unit 3 Review.

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Presentation on theme: "Algebra 1 Unit 3 Review."— Presentation transcript:

1 Algebra 1 Unit 3 Review

2 Is each of the following relations also a function? Explain.
Algebra 1 – Unit 3 Review Is each of the following relations also a function? Explain. 1) 5 3 –7 2 16 2) 1 3 6 -5 4 3) First name Last name Joseph Smith Erin Ramos Maude Morgenstern Villa Heather Mackenzie

3 ANSWER Is each of the following relations also a function? Explain. 1)
Algebra 1 – Unit 3 Review ANSWER Is each of the following relations also a function? Explain. 1) 3 1 –12 6 24 2) 3 9 4 –9 Not a function Function 3) First name Last name Joseph Smith Erin Ramos Maude Morgenstern Villa Heather Mackenzie Not a function

4 Is each of the following relations also a function? Explain.
Algebra 1 – Unit 3 Review Is each of the following relations also a function? Explain. 1) 2) 3) {(4, -3), (5, 6), (-9, 2), (0, 6)}

5 ANSWER Is each of the following relations also a function? Explain. 1)
Algebra 1 – Unit 3 Review ANSWER Is each of the following relations also a function? Explain. 1) 2) Function Not a function 3) {(4, -3), (5, 6), (-9, 2), (0, 6)} Function

6 The following shows the World Series winners since 2009:
Algebra 1 – Unit 3 Review The following shows the World Series winners since 2009: year World Series Champion 2009 New York Yankees 2010 San Francisco Giants 2011 St. Louis Cardinals 2012 2013 Boston Red Sox Is this relation also a function? What is the independent variable? What is the dependent variable?

7 ANSWER The following shows the World Series winners since 2009:
Algebra 1 – Unit 3 Review ANSWER The following shows the World Series winners since 2009: year World Series Champion 2009 New York Yankees 2010 San Francisco Giants 2011 St. Louis Cardinals 2012 2013 Boston Red Sox Is this relation also a function? What is the independent variable? What is the dependent variable? yes year World Series Champion

8 The following shows the World Series winners since 2009:
Algebra 1 – Unit 3 Review The following shows the World Series winners since 2009: year World Series Champion 2009 New York Yankees 2010 San Francisco Giants 2011 St. Louis Cardinals 2012 2013 Boston Red Sox What is the domain? What is the range?

9 ANSWER The following shows the World Series winners since 2009:
Algebra 1 – Unit 3 Review ANSWER The following shows the World Series winners since 2009: year World Series Champion 2009 New York Yankees 2010 San Francisco Giants 2011 St. Louis Cardinals 2012 2013 Boston Red Sox What is the domain? What is the range? { 2009, 2010, 2011, 2012, 2013 } { NY Yankees, SF Giants, St. Louis Cardinals, Boston Red Sox }

10 Which graph best matches the data in the table?
Algebra 1 – Unit 3 Review Which graph best matches the data in the table? Time (sec) Speed (ft/sec) 30 1 21 2 14 3 9 4 6 5 7 8 10

11 ANSWER Which graph best matches the data in the table? The red curve
Algebra 1 – Unit 3 Review ANSWER Which graph best matches the data in the table? Time (sec) Speed (ft/sec) 30 1 21 2 14 3 9 4 6 5 7 8 10 The red curve

12 How long would it take to get to 100 feet?
Algebra 1 – Unit 3 Review The equation h(t) = -16t can be used to approximate the position of object dropped from 1600 ft where h is its height and t is the time. Find h(5). How long would it take to get to 100 feet?

13 Algebra 1 – Unit 3 Review ANSWER The equation h(t) = -16t can be used to approximate the position of object dropped from 1600 ft where h is its height and t is the time. Find h(5). How long would it take to get to 100 feet? h(5) = 1200 ft t  9.68 sec

14 What would be a realistic domain?
Algebra 1 – Unit 3 Review The equation h(t) = -16t can be used to approximate the position of object dropped from 1600 ft where h is its height and t is the time. What would be a realistic domain? What would be the range?

15 Algebra 1 – Unit 3 Review ANSWER The equation h(t) = -16t can be used to approximate the position of object dropped from 1600 ft where h is its height and t is the time. The ground is at h = 0. What would be a realistic domain? What would be the range? 0 ≤ t ≤ 10 seconds 0 ≤ h ≤ 1600 feet


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