2. Polynomials and Analysis of Nonlinear Functions

2.01 Review: Operations with polynomials

2.02 Factoring with sum and difference of cubes

2.03 Review: Factoring techniques

2.04 Factoring polynomials completely

2.05 Remainder and factor theorems

Investigation: Roller coaster polynomials

2.06 Graphs and characteristics of polynomial functions

2.07 Solving polynomial equations

2.08 Roots and zeros

2.09 Polynomial identities

2.10 Simplifying rational expressions

2.10 Synthetic and long division

2.11 Solving equations with rational expressions

2.12 Graphical and analytical solutions to rational equations

2.13 Simplifying radical expressions

2.14 Operations with radical expressions

2.15 Solving radical equations

Investigation: Modeling tsunami movement with a radical function

2.19 Graphical solutions to quadratic equations

2.20 Review: Relations and functions

2.21 Operations with functions

2.22 Function families and transformations

2.23 Units resulting from a formula or graph

2.24 Characteristics from a graph

United States of America NJ

Algebra 2

2.13 Simplifying radical expressions

Interactive practice questions

Assuming $m$m is a non-negative number, simplify the expression:$\sqrt{m^4}$√m4

Express your answer as a positive exponent.

Easy

< 1min

Simplify $3\sqrt{81}$3√81.

Easy

< 1min

Consider the expression $\sqrt{19}$√19.

Easy

< 1min

Consider the expression $7\sqrt{50}$7√50.

Easy

< 1min

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