'Nth powers' diaporamas de présentation

Time Value of Money

Time Value of Money. Review of Basic Concepts. PV. FV. Types of problems. Single Sum. One sum ($1) will be received or paid either in the Present (Present Value of a Single Sum or PV) Future (Future Value of a Single Sum or FV). PV-OA. PMT. PMT. PMT. PMT. PMT.

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10.1 Radical Expressions and Graphs

10.1 Radical Expressions and Graphs. is the positive square root of a, and is the negative square root of a because If a is a positive number that is not a perfect square then the square root of a is irrational. If a is a negative number then square root of a is not a real number.

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7.2 Properties of Rational Exponents

7.2 Properties of Rational Exponents. Objectives/Assignment. Use properties of rational exponents to evaluate and simplify expressions Assignment: 23-89 odd. Properties of Exponents These Properties can also be applied to rational exponents.

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Warm-Up: November 29, 2011

Warm-Up: November 29, 2011. Simplify the following:. Radical Expressions. Section 5-6. Product Property of Radicals. If n is an even natural number, and a and b are positive real numbers If n is an odd natural number, and a and b are real numbers. Simplifying Square Roots.

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Properties of Rational Exponents

Properties of Rational Exponents. Section 6.2. What You Will Learn:. 1. Simplify expressions with rational exponents. 2. Use properties of rational exponents. 3. Write an expression involving rational exponents in simplest form. 4. Perform operations with rational exponents.

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Radicals Products & Quotients of Radicals (section 7.5)

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Simplifying

Simplifying. Radical Expressions. When simplifying a radical expression, find the factors that are to the n th powers of the radicand and then use the Product Property of Radicals. What is the Product Property of Radicals???. For any real numbers a and b, and any integer n , n> 1,

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Properties of Rational Exponents

Properties of Rational Exponents. Section 7.2. What You Will Learn:. 1. Simplify expressions with rational exponents. 2. Use properties of rational exponents. 3. Write an expression involving rational exponents in simplest form. 4. Perform operations with rational exponents.

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Chapter 5

Chapter 5. Section 5.6. Objectives. To simplify radical expressions. To rationalize the denominator of a fraction containing a radical expression. To add, subtract, multiply, and divide radical expressions. Product Property of Radicals.

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5.6 Radical Expressions

5.6 Radical Expressions. Objectives: Simplify radical expressions. Add, subtract, multiply and divide radical expressions. Simplifying Radials. Radicals are considered simplified when the following occurs: 1. The index is as small as possible.

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6.2 Multiplying and Dividing Radical Expressions

6.2 Multiplying and Dividing Radical Expressions. P367-370. You can only use this property if the radicals are real numbers and if the indexes are the same. . Ex) Can you use the property for multiplying radicals?. Simplest radical form means that the

687 views • 10 slides