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1866-2017

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STANDARD A.APR.A.1

Understand that polynomials form a system analogous to the integers, namely, they are closed under the operations of addition, subtraction, and multiplication; add, subtract, and multiply polynomials.

WORKSHEETS
Regents-Operations with Polynomials 1a
IA/A
MC, addition
4/5 TST
PDF
DOC
TNS
Regents-Operations with Polynomials 1b
IA/A
bimodal, addition
TST
PDF
DOC
Regents-Operations with Polynomials 2a
AI/IA/A2/A
MC, subtraction
4/10/4/14 TST
PDF
DOC
TNS
Regents-Operations with Polynomials 2b
AI/IA/A2/A
bimodal, subtraction
TST
PDF
DOC
Regents-Operations with Polynomials 3a
AI/IA/A2/A/SIII
MC, multiplication
6/3/6/4/1 TST
PDF
DOC
TNS
Regents-Operations with Polynomials 3b
AI/IA/A2/A/SIII
bimodal, multiplication
TST
PDF
DOC
Practice-Operations with Polynomials 1
distributive property
10 WS
PDF
Practice-Operations with Polynomials 2
addition
10 WS
PDF
Practice-Operations with Polynomials 3
monomial times polynomial
10 WS
PDF
Practice-Operations with Polynomials 4
FOIL
15 WS
PDF

Practice-Operations with Polynomials 5
binomial times trinomial

8 WS
PDF

Journal-Operations with Polynomials

5 WS
PDF
LESSON PLAN Arithmetic Operations on Polynomials PDF
DOC
VIDEOS Classifying polynomials using the degree and number of terms VID
Adding polynomials
Subtracting polynomials
Naming a Polynomial VID
Adding polynomials VID
Subtracting polynomials VID
Multiplying a polynomial by a monomial VID
Multiplying two binomials using the distributive property VID
Multiplying two binomials using FOIL
Applying the multiplication of polynomials
Multiplying a trinomial and binomial
Squaring a binomial VID
Squaring a binomial to find probability
Finding the difference of squares
 
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