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Convert between radicals and rational exponents
- Intro Lesson6:50
- Lesson: 1a0:57
- Lesson: 1b1:04
- Lesson: 2a1:28
- Lesson: 2b1:33
- Lesson: 2c1:27
- Lesson: 3a0:32
- Lesson: 3b0:38
- Lesson: 3c1:11
- Lesson: 3d0:58
- Lesson: 3e1:28
- Lesson: 3f1:04
Convert between radicals and rational exponents
We will learn how to convert between radicals and rational exponents in this lesson. Therefore, it is a good idea to brush up on your understanding of all the basic rules of exponents before stating to watch the lesson.
Basic Concepts: Evaluating and simplifying radicals, Converting radicals to mixed radicals, Converting radicals to entire radicals, Combining the exponent rules
Related Concepts: Conversion between entire radicals and mixed radicals, Exponents: Rational exponents
Lessons
Ax/y=yAx
- Introductiona)How to convert between radicals and rational exponents?
- 1.Write the following in the radical forma)27−32b)(−8)−53
- 2.Write the answer with positive exponents and then as entire radicala)(49)−43b)−(−16)−54c)(25x−73)(5x73)
- 3.Write the answer as a power and evaluatea)5a3b)1/4a7c)381d)(43y)(33y)e)(43y−4)−3f)−5(−x)3
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11.
Exponents
11.1
Product rule of exponents
11.2
Quotient rule of exponents
11.3
Power of a product rule
11.4
Power of a quotient rule
11.5
Power of a power rule
11.6
Negative exponent rule
11.7
Combining the exponent rules
11.8
Scientific notation
11.9
Convert between radicals and rational exponents
11.10
Solving for exponents
Don't just watch, practice makes perfect
Practice topics for Exponents
11.1
Product rule of exponents
11.2
Quotient rule of exponents
11.3
Power of a product rule
11.4
Power of a quotient rule
11.5
Power of a power rule
11.6
Negative exponent rule
11.7
Combining the exponent rules
11.8
Scientific notation
11.9
Convert between radicals and rational exponents
11.10
Solving for exponents