radical expressions

About this set

Created by:

mrsbossie  on October 30, 2011

Subjects:

Algebra 1

Description:

terminology related to rational expressions.

Classes:

★★★THE COOLEST STUDY GROUP EVER!★★★, Algebra1 2011-12, Algebra 3 2011-2012, Algebra 5 2011-12, Algebra 6 2011-12, Algebra 6 2011-12, Algebra 7 2011-2012 (see more)

Log in to favorite or report as inappropriate.
Pop out
Last Message: 19 months ago
Tylermccluer1 : Hey what is the quizlet password?
mrsbossie : bedeboss

You must log in to discuss this set.

radical expressions

radicand
the number inside the radical sign √ ← under the line.
1/10
Preview our new flashcards mode!

Study:

Cards

Speller

Learn

Test

Scatter

Games:

Scatter

Space Race

Tools:

Export

Copy

Combine

Embed

Order by

Terms

Definitions

radicand the number inside the radical sign √ ← under the line.
vinculum a horizontal line placed over a mathematical expression, used to indicate that it is to be considered a group
index the number over the radical sign √ indicating the root of the radicand.
root a number indicating the number of repetitive factors needed to obtain the radicand, ie. square root (xx) cube root (xxx).
radical the check mark part of the radical expression, √ .
roots vs radicals these terms are opposites and are used to solve equations or inequalities containing them. The square root of 9 is the opposite of 3 squared or (-3) squared.
the sum of radical expressions can be obtained if and only if the radicands are the same.
The product of a radical expressions can be obtained by multiplying the radicands of each radical expression.
√(8) times √(2) =√(8)(2) = √16 = 4
simplifying radicals (square roots only) 1. divide the number inside the radical into two factors, one of which is a perfect square
2. square root the perfect square
3. leave the non-perfect square under the radical
How can radical expressions be written without a radical sign? Change the root to a fraction with the root as the denominator and any exponents on a radicand as the numerator.

First Time Here?

Welcome to Quizlet, a fun, free place to study. Try these flashcards, find others to study, or make your own.

Set Champions

Scatter Champion

4.5 secs by DarinShort 

Space Race Champion

320 points by Jacobbogner 

Speller Champion

100% correct by Luiscirilo