'Positive exponents' diaporamas de présentation

MAT 1033A

MAT 1033A. Final Exam Review and Practice Test Solutions. Part I. Information about the Final Exam. Length: 25 questions (not multiple ?choice). Each question is worth 4 points. If you miss the test:

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Exponent Review

?. Exponent Review. 1. ?. 1. What is 1?. 2. Write using positive exponents. . 2. What is ?. 3. Write using positive exponents. 3. What is ? . 4. =?. 4. What is 1?. 5. Write using positive exponents and in simplest form. 5. What is ? . 6. Simplify . 6. What is ?.

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B11 Exponents and Scientific Notation

B11 Exponents and Scientific Notation. Multiplying Powers with Like Bases. For any rational number a, and for all whole numbers m and n,. Example 1. Simplify. Express using exponents. a). b). c). d). Practice. Simplify. Express using exponents. a). b). c). d).

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5.1 Radicals & Rational Exponents

5.1 Radicals & Rational Exponents. Objectives: Define and apply rational & radical exponents. Simplify expressions containing radicals or rational exponents. Simplifying Radicals.

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2-2

2-2. Powers of Ten and Scientific Notation. Course 2. Warm Up. Problem of the Day. Lesson Presentation. 2-2. Powers of Ten and Scientific Notation. Course 2. Warm Up Find each value. 1. 9 2 3. 15 2 5. 10 3. 81. 2. 12 2. 144. 225. 4. 10 2. 100. 1,000. 10,000. 6. 10 4.

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CMPT 128: Introduction to Computing Science for Engineering Students

CMPT 128: Introduction to Computing Science for Engineering Students. Floating Point Representation Data Types and Conversion. Floating point numbers. A floating point number is represented by a mantissa and an exponent For example 1.23456 * 10 12

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Warm-up

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4.1 The Product Rule and Power Rules for Exponents

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6-1

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Negative and Zero Exponents

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Remember scientific notation?

Remember scientific notation?. (1.2 x 10 -3 )(6.7 x 10 6 ). 8.04. x 10 -3+6. Small #. Big #. 8.04. x 10 3. (8.2 x 10 8 )(6.7 x 10 6 ). 54.94. or 5.494 x 10 1. 5.494 x 10 1. x 10 14. 5.494 x 10 15. (8.2 x 10 -2 )(9.7 x 10 -5 ). 79.54. or 7.954 x 10 1. 7.954 x 10 1.

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Measurement

Measurement. Physics. A branch of science that involves the study of the physical world: energy, matter, and how they are related. Physics. In physics, equations are important tools for modeling observations and for making predictions . Mathematics is the language of physics. Measurements.

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Remember scientific notation?

Remember scientific notation?. (1.2 x 10 -3 )(6.7 x 10 6 ). 8.04. x 10 -3+6. Small #. Big #. 8.04. x 10 3. (8.2 x 10 8 )(6.7 x 10 6 ). 54.94. or 5.494 x 10 1. 5.494 x 10 1. x 10 14. 5.494 x 10 15. (8.2 x 10 -2 )(9.7 x 10 -5 ). 79.54. or 7.954 x 10 1. 7.954 x 10 1.

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4.2 Integer Exponents and the Quotient Rule

4.2 Integer Exponents and the Quotient Rule. Integer Exponents and the Quotient Rule. In all earlier work, exponents were positive integers. Now, to develop a meaning for exponents that are not positive integers, consider the following list. .

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VAL JOSEPH DE GUZMAN

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7.1 Zero and Negative Exponents:

Base: A number that is multiplied repeatedly. 7.1 Zero and Negative Exponents:. Exponent: A number that shows repeated multiplication. Property: A character or attribute that something has. GOAL:. Definition:. An exponent equation has two components:. Exponent. Base.

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More Multiplication Properties of Exponents

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Intensity

Intensity. Scales Exponents Logarithms dB dB SPL. Scales. Linear Ratio. Exponents. Shorthand method of displaying very large or small numbers Numbers greater than 1 involve positive exponents Numbers less than 1 involve negative exponents. Logarithms.

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Evaluate expressions, positive exponents

Evaluate expressions, positive exponents. Evaluate expressions: negative or zero exponents. Evaluate a numerical expression involving one or more exponents and multiple forms of rational numbers. Evaluate a numerical expression involving integer exponents and/or integer bases.

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