Buy Online

Home » Products » Algebra I Textbook » Correlations » Pennsylvania

Pennsylvania Algebra I Standards Correlation

View the pdf version

PENNSYLVANIA STANDARDS MAP

 

 (Algebra I)

 

Standard No.

Standard Language

Publisher Citations

 

 

ALGEBRA I

Primary Citations

Supporting Citations

2.8.8.A

Apply simple algebraic patterns to

basic number theory and to spatial

relations.

1.17 to 1.18

2.45

9.01

 

2.8.8.B

Discover, describe and generalize

patterns, including linear, exponential and simple quadratic relationships.

1.17 to 1.18

6.04

6.07 to 6.09

1.21 to 1.22

6.33

2.8.8.C

Create and interpret expressions,

equations or inequalities that model

problem situations.

1.14

3.34 to 3.35

3.41

3.45 to 3.47

3.51 to 3.54

8.09 to 8.10

11.43 to 11.47

12.50 to 12.51

13.07 to 13.10

13.16

13.18

13.28 to 13.29

13.34 to 13.35

3.49 to 3.50

3.55

3.61

8.11 to 8.12

8.40

11.49 to 11.51

12.52 to 12.53

12.69

13.11 to 13.12

13.19 to 13.20

13.37 to 13.38

13.63

2.8.8.D

Use concrete objects to model algebraic concepts.

2.45

10.22

10.25

 

2.8.8.E

Select and use a strategy to solve an

equation or inequality, explain the

solution and check the solution for

accuracy.

3.13 to 3.16

3.21 to 3.22

3.30 to 3.32

3.34 to 3.38

3.41

3.45 to 3.47

3.51 to 3.54

8.0 to 8.10

3.17 to 3.20

3.23 to 3.25

3.33

3.39 to 3.40

3.42 to 3.44

3.48 to 3.50

3.55

3.61

8.11 to 8.12

8.40

2.8.8.F

Solve and graph equations and

inequalities using scientific and

graphing calculators and computer

spreadsheets.

3.21 to 3.22

5.16

5.18

5.30

5.41

6.08

8.02 to 8.04

8.06

13.49

5.13

2.8.8.G

Represent relationships with tables or

graphs in the coordinate plane and

verbal or symbolic rules.

6.02

6.06

6.13 to 6.14

6.33

2.8.8.H

Graph a linear function from a rule or table.

6.08

6.15 to 6.16

6.20 to 6.21

6.33

2.8.8.I

Generate a table or graph from a

function and use graphing calculators

and computer spreadsheets to graph

and analyze functions.

6.04

6.08 to 6.09

6.15

6.13 to 6.14

6.33

2.8.8.J

Show that an equality relationship

between two quantities remains the

same as long as the same change is

made to both quantities; explain how a change in one quantity determines

another quantity in a functional

relationship.

3.02 to 3.03

3.05 to 3.07

6.04

6.06

6.08

6.33

© Copyright 2001-2009 Kinetic Books Company

Physics Textbook
Physics Labs
Math Products