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Algebra I End-of-Course Exam Changing the way we teach.

Algebra I End-of-Course Exam

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Algebra I End-of-Course Exam. Changing the way we teach. “ Why can ’ t we just teach the way I was taught? It worked just fine for me! ”. Jim. That was then …. This is now!. Cell Phones. 2010. 1980. 2010. 1980. VCR. DVR. So why can ’ t we just teach the way we were taught?. - PowerPoint PPT Presentation

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Page 1: Algebra I  End-of-Course Exam

Algebra I End-of-Course

ExamChanging the way we teach.

Page 2: Algebra I  End-of-Course Exam

“Why can’t we just teach the way I was taught? It worked just fine

for me!”Jim

Page 4: Algebra I  End-of-Course Exam

Cell Phones

Page 6: Algebra I  End-of-Course Exam

So why can’t we just teach the way we

were taught?

Page 7: Algebra I  End-of-Course Exam

• What if doctors continued to practice the same way they did 30 years ago?

• What if athletes trained the same way they did 30 years ago?

• What if computers processed the same way they did 30 years ago?

• What if movies looked the same way they did 30 years ago?

Page 8: Algebra I  End-of-Course Exam

Planet of the Apes1968 2001

Page 9: Algebra I  End-of-Course Exam

Algebra I 1979 to 2012

From TABS to

End-of-Course aa

Page 10: Algebra I  End-of-Course Exam

Current coverage of Algebra I TEKS

• TAKS grade 9 covers about 74% of Algebra I TEKS

• TAKS grade 10 covers about 90% of Algebra I TEKS

• TAKS exit level covers about 90% of Algebra I TEKS

• Algebra I EOC assessment covers about 95% of Algebra I TEKS

Differences between TAKS and EOC

TEA Math Update 2009 Assessment Conference 10

Page 11: Algebra I  End-of-Course Exam

Exploring Objective 2:Demonstrate an understanding of the properties and attributes of functions.

Page 12: Algebra I  End-of-Course Exam

DOMAIN

RANGE

Page 13: Algebra I  End-of-Course Exam

Algebra I EOCComing soon, to a campus

near you!

Page 14: Algebra I  End-of-Course Exam

Describing Graphs

Frame the top and bottom

boundaries of each graph to help you find the

possible y-values

(the Range).

x

y

Frame the left and right boundaries of each graph to help you find the possible x-values (the Domain).

DOMAIN

RANGE

Page 15: Algebra I  End-of-Course Exam

DOMAIN

RANGE

Work with your partner to find & record the Domain and Range of each card.

Page 16: Algebra I  End-of-Course Exam

Domain: - 2 x 2Range: - 3 y 3

DOMAIN

RANGE

Page 17: Algebra I  End-of-Course Exam

Domain: - 3 x 1Range: - 2 y 2

DOMAIN

RANGE

Page 18: Algebra I  End-of-Course Exam

Domain: - 3 x or x - 3Range: - 1 y or y - 1

DOMAIN

RANGE

Page 19: Algebra I  End-of-Course Exam

Domain: - 2 x 4Range: - 3 y 2

DOMAIN

RANGE

Page 20: Algebra I  End-of-Course Exam

Domain and Range Puzzler

DOMAIN

RANGE

Page 21: Algebra I  End-of-Course Exam

You will need…• One set of puzzler cards for every 2 people• One Coordinate Grid Mat for every 2 people• A “Puzzler #1” recording sheet for each person

Find two puzzler cards that can be used to create a graph with each given Domain and Range. You may use the cards more than once.

Page 22: Algebra I  End-of-Course Exam

Puzzler Answers

E B

Page 23: Algebra I  End-of-Course Exam

Puzzler Answers

D B

Page 24: Algebra I  End-of-Course Exam

Puzzler Answers

D C

Page 25: Algebra I  End-of-Course Exam

Puzzler Answers

E C

Page 26: Algebra I  End-of-Course Exam

Puzzler Answers

A C

Page 27: Algebra I  End-of-Course Exam

So what do these activities have to do with the Algebra I EOC?

Putting It All Together

Page 28: Algebra I  End-of-Course Exam

Look at the data on the following released TAKS items covering Domain & Range.

• What observations can you make about students’ understandings and misunderstandings?

• How do the data support your observations?• What classroom experiences can we provide

to clear up misunderstandings?

Page 29: Algebra I  End-of-Course Exam

14. The graph shows the path of a golf ball.What is the range of this function?

F. 0 < y < 100

G. 0 < y < 100

H. 0 < x < 5

J. 0 < x < 5

Objective 2: A.2B TSIET identify mathematical domains and ranges and determine reasonable domain and range values for given situations, both continuous and discrete.

2003 TAKS Grade 10th #14F: 16%, G: 50%*, H: 25%, J: 9%

*correct answer

Page 30: Algebra I  End-of-Course Exam

27. What is the domain of the function shown on the graph.

A. -3 < x < 3

B. -3 < x < 3

C. -5 < x < 4

D. -5 < x < 4

Objective 2: A.2B TSIET identify mathematical domains and ranges and determine reasonable domain and range values for given situations, both continuous and discrete.

2004 TAKS Exit #27A: 31%, B: 44%*, C: 13%, D: 12%

*correct answer

Page 31: Algebra I  End-of-Course Exam

Objective 2: A.2B TSIET identify mathematical domains and ranges and determine reasonable domain and range values for given situations, both continuous and discrete.

12. Mr. Maxwell asked his students to identify the domain represented by the function graphed below.

Which of the following student responses is correct?

F. -5 < x < 6

G. -6 < x < 2

H. -5 < x < -2

J. Not here

2006 TAKS Exit #12F: 72%*, G: 7%, H: 7%, J: 13 %