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Published byBlake Golden Modified over 9 years ago
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Unit: 2 The Powers That Be
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Unit Essential Question: How can rational and irrational numbers be expressed by exponents, square roots and scientific notation?
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Standard(s): M8N1 Students will understand different representations of numbers including square roots, exponents, and scientific notation
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Standard(s): M8G2: Students will understand and use the Pythagorean theorem.
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Concept 1: Exponent Notation
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Lesson Essential Questions: 1. How do we write numbers using exponents? 2. How do we use exponents within the order of operations?
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Vocabulary 1: Exponent Base Power Squared Cubed
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Concept 2: Multiplication and Division of Exponents
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Lesson Essential Questions: 1. How do I multiply powers with the same base? 2. How do I divide powers with the same base? 3. How do I simplify a power to a power? 4. How do I simplify expressions with negative and zero exponents?
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Vocabulary 2: Power to a Power
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Concept 3: Scientific Notation
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Lesson Essential Questions: 1. How do I write numbers in scientific notation? 2. How do I calculate with scientific notation? 3. When would I use scientific notation?
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Vocabulary 3: Scientific Notation Exponential Notation
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Concept 4: Rational/Irrational Numbers
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Lesson Essential Questions: 1. How do I identify and classify numbers in the real number system?
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Vocabulary 4: Rational Numbers Irrational Numbers Real Numbers Whole Numbers Integers Natural Numbers Additive Inverse Significant Digits
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Concept 5: Square Roots
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Lesson Essential Questions: 1. How do I find the square root of perfect squares? 2. How do I estimate the square root of a positive number?
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Vocabulary 5: Square Root Radical Symbol Perfect Square
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Concept 6: Operations with Radicals
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Lesson Essential Questions: 1. How do I simplify radical expressions? 2. How do I add, subtract, multiply and divide radicals?
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Concept 7: Pythagorean Theorem
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Lesson Essential Questions: 1. What is the Pythagorean theorem? 2. How do I solve problems using the Pythagorean theorem?
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Vocabulary 7: Hypotenuse Right Triangle Legs Pythagorean theorem Converse Pythagorean triple
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