STANDARD N.RN.B.3 Explain why the sum or product of two rational
numbers is rational; that the sum of a rational number and an irrational
number is irrational; and that the product of a nonzero rational number
and an irrational number is irrational. 
WORKSHEETS 
RegentsSimplifying Radicals 1a
IA/A/AL
MC 
10/5/4 
TST
PDF
DOC
TNS 
RegentsSimplifying Radicals 1b
IA/A/AL
MC 
TST
PDF
DOC 
RegentsOperations with Radicals 1
AI
classify 
10 
TST
PDF
DOC
TNS 
RegentsOperations with Radicals 2
IA/A/AL
multiplication and division 
2/2/5 
TST
PDF
DOC
TNS 
RegentsOperations with Radicals 3a
IA/A/SIII/AL
MC, addition and subtraction 
6/10/2/3 
TST
PDF
DOC
TNS 
RegentsOperations with Radicals 3b
IA/A/SIII/AL
bimodal, addition and subtraction 
TST
PDF
DOC 
RegentsOperations with
Radicals 4
IA/A/SIII/AL Mixed 
4/1/1/2 
TST
PDF
DOC
TNS 
PracticeSimplifying Radicals 1
MC 
16 
WS
PDF 
PracticeSimplifying Radicals 2
open ended 
11 
WS
PDF 
PracticeOperations with Radicals 1
addition/subtraction 
10 
WS
PDF 
PracticeOperations with Radicals 2
multiplication 
10 
WS
PDF 
PracticeOperations with Radicals 3
division 
10 
WS
PDF 
LESSON PLAN 
Use Properties of Rational
and Irrational Numbers 
PDF
DOC 
EXTRA 

DOC
PDF 
VIDEOS 
Simplifying square roots of
rational numbers 
VID 
Estimating square roots of
rational numbers 
Simplifying square roots of rational
numbers 
VID 
Simplifying radicals by dividing 
VID 
Multiplying two radical
expressions 
VID 
Adding and subtracting
radical expressions 
VID 
Simplifying before adding and subtracting
radical expressions 