STANDARD A.APR.D.6
AII
Rewrite simple rational expressions in different forms; write a(x)/b(x) in
the form q(x) + r(x)/b(x), where a(x), b(x), q(x), and r(x) are polynomials
with the degree of r(x) less than the degree of b(x), using inspection, long
division, or, for the more complicated examples, a computer algebra system. |
WORKSHEETS |
Regents-Undefined Rationals 1a
AII/IA/A/B/SIII
MC |
1/16/8/1/3 |
TST
PDF
DOC |
Regents-Undefined Rationals 1b
AII/IA/A/B/SIII
bimodal |
TST
PDF
DOC |
Regents-Expressions with Negative Exponents 1a
A2/A/B/SIII
MC, numbers |
1/5/2/6 |
TST
PDF
DOC |
Regents-Expressions with Negative Exponents 1b
A2/A/B/SIII
bimodal, numbers |
TST
PDF
DOC |
Regents-Expressions with Negative Exponents 2a
AII/A2/A/SIII
MC, variables |
2/11/3/1 |
TST
PDF
DOC |
Regents-Expressions with Negative Exponents 2b
AII/A2/A/SIII
bimodal,
variables |
TST
PDF
DOC |
Regents-Rational Expressions
1a
AII/IA
MC, factoring |
7/14 |
TST
PDF
DOC |
Regents-Rational Expressions
1b
AII/IA
bimodal, factoring |
TST
PDF
DOC |
Regents-Rational Expressions
2a
A/B/SIII
MC, factoring |
4/8/2 |
TST
PDF
DOC |
Regents-Rational Expressions
2b
A/B/SIII
bimodal, factoring |
TST
PDF
DOC |
Regents-Rational Expressions 3
AII
division |
19 |
TST
PDF
DOC |
Regents-Division of Polynomials
1a
IA/A
MC |
3/5 |
TST
PDF
DOC |
Regents-Division of Polynomials
1b
IA/A
bimodal |
TST
PDF
DOC |
Practice-Undefined Rationals |
10 |
WS
PDF |
Practice-Expressions with Negative Exponents 1
MC |
10 |
WS
PDF |
Practice-Expressions with Negative Exponents 2
open ended |
20 |
WS
PDF |
Practice-Rational Expressions 1 |
15 |
WS
PDF |
Practice-Rational Expressions 2 |
20 |
WS
PDF |
Practice-Division of Polynomials
1 |
10 |
WS
PDF |
Practice-Division of Polynomials
2 |
10 |
WS
PDF |