Algebra I: Getting started - Exponent and Root Rules
This is a free lesson from our course in Algebra I
 
   
In this lesson, you'll go through definitions of exponent, root and radical notations. Basically exponents are used when a certain number raises to a certain power. For example: 34, where 3 is the base and 4 is the exponent. You'll also see how roots and exponents are inverses of each other.
Note: One thing to keep in mind -- by default, the radical sign means square root. An exponent is simply shorthand for multiplying that number of identical factors. So 43 is the same as (4)(4)(4), three identical factors of 4 and x3 is just three factors of x, (x)(x)(x).One warning: Remember the order of operations. Exponents are the first operation (in the absence of grouping symbols like parentheses), so the exponent applies only to what itís directly attached to. 3x3 is 3(x)(x)(x), not (3x)(3x)(3x). If you wanted (3x)(3x)(3x), youíd need to use grouping: (3x)3.
<h2>Getting started - Exponent and Root Rules</h2> <p>exponent, root, laws of exponents, inverse, square root, algebra help, radical, power, online algebra, practice questions, radical sign, base, online math, quizzes</p> <p>when a certain number raises to a certain power. For example: 3<SUP>4</SUP>, where 3 is the base and 4 is the exponent</p>
Other useful lessons:
Multiplying and dividing two numbers with same base and different exponents
Multiplying and dividing different bases with the same exponent
Calculating and working with zero exponents
Calculating and working with negative exponents
Calculate the root
Convert between radicals and fractional exponents
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