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Reviewing Laws of Exponents and Simplifying Surds

Reviewing Laws of Exponents and Simplifying Surds
Reviewing Laws of Exponents and Simplifying Surds
Reviewing Laws of Exponents and Simplifying Surds
Reviewing Laws of Exponents and Simplifying Surds
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0.16 MB   |   4 pages

PRODUCT DESCRIPTION

For IB Math or Pre-Calculus students, this worksheet is meant to be a refresher or enhancer of skills developed in Algebra 2. On the first page, students are reminded of the Laws of Exponents and asked to apply those laws to simplifying monomials with rational exponents.

On the second page, students are simplifying surds or radicals as well as rationalizing denominators by multiplying by conjugates.

I like to use this as a group worksheet for my classes since it is review. That way, they are able to discuss, and I encourage them to check there answers with my key as they conclude each section. This could also be used as a homework sheet or even as teacher-guided notes.

Created by Math With Mrs. Holst

Like this resource? Check out my other resources designed for IB Math Topic 1 below!
Lesson 1 - Sequences and Recurrence Relations Guided Notes
Lesson 2 – Arithmetic Sequences Guided Notes
Lesson 3 – Arithmetic Series Power Point Presentation
Lesson 4 – Geometric Sequences and Series Guided Notes
Lesson 1-4 – Sequences and Series Dominos Activity
Lesson 1-4 – Sequences and Series Word Wall
Lesson 1-4 Applications of Sequences and Series Worksheet
Lesson 5 – Sigma Notation Guided Notes
Lesson 6 – Infinite Geometric Series Guided Notes
Lesson 7 - Reviewing Laws of Exponents and Simplifying Surds
Lesson 8 - Introduction to Logarithms Guided Notes
Lesson 9 – Logarithms Change of Base Guided Notes
Lesson 10 – The Binomial Theorem Guided Notes
Lesson 1-10 – Topic 1 Multiple Choice Practice Test
Total Pages
4
Answer Key
Included
Teaching Duration
N/A

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Reviewing Laws of Exponents and Simplifying Surds
Reviewing Laws of Exponents and Simplifying Surds
Reviewing Laws of Exponents and Simplifying Surds
Reviewing Laws of Exponents and Simplifying Surds
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