5 Minute Check on Chapter 2 Transparency 3

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5 -Minute Check on Chapter 2 Transparency 3 -1 1. Evaluate 42 - |x

5 -Minute Check on Chapter 2 Transparency 3 -1 1. Evaluate 42 - |x - 7| if x = -3 2. Find 4. 1 (-0. 5) Simplify each expression 3. 8(-2 c + 5) + 9 c 4. (36 d – 18) / (-9) 5. A bag of lollipops has 10 red, 15 green, and 15 yellow lollipops. If one is chosen at random, what is the probability that it is not green? 6. Standardized Test Practice: A 8/4 < 4/8 B Which of the following is a true statement -4/8 < -8/4 C -4/8 > -8/4 Click the mouse button or press the Space Bar to display the answers. D -4/8 > 4/8

Lesson 12 -3 Multiplying Rational Expressions

Lesson 12 -3 Multiplying Rational Expressions

Click the mouse button or press the Space Bar to display the answers.

Click the mouse button or press the Space Bar to display the answers.

Objectives • Multiply rational expressions • Use dimensional analysis with multiplication

Objectives • Multiply rational expressions • Use dimensional analysis with multiplication

Vocabulary • None new

Vocabulary • None new

Key Concept xxxxx

Key Concept xxxxx

Example 1 a Find Method 1: Divide by the greatest common factor after multiplying.

Example 1 a Find Method 1: Divide by the greatest common factor after multiplying. Multiply the numerators. Multiply the denominators. The GCF is 98 xyz. Simplify.

Example 1 a cont Method 2 Divide the common factors before multiplying. 1 x

Example 1 a cont Method 2 Divide the common factors before multiplying. 1 x 6 Answer: 1 z 2 1 1 Divide by common factors and z. y 3 Multiply.

Example 1 b Find d 2 1 1 1 q 2 r 3 Divide

Example 1 b Find d 2 1 1 1 q 2 r 3 Divide by common factors and r. 1 Answer: 1 2 1 1 Multiply.

Example 2 a Find Factor the numerator. 1 1 1 Answer: The GCF is

Example 2 a Find Factor the numerator. 1 1 1 Answer: The GCF is x 2 Simplify.

Example 2 b Find Factor. 1 1 1 The GCF is 1 Multiply. Answer:

Example 2 b Find Factor. 1 1 1 The GCF is 1 Multiply. Answer: Simplify.

Example 3 Space The velocity that a spacecraft must have in order to escape

Example 3 Space The velocity that a spacecraft must have in order to escape Earth’s gravitational pull is called the escape velocity. The escape velocity for a spacecraft leaving Earth is about 40, 320 kilometers per hour. What is this speed in meters per second?

Example 3 cont 1120 10 1 1 Simplify. Multiply. Answer: The escape velocity is

Example 3 cont 1120 10 1 1 Simplify. Multiply. Answer: The escape velocity is 11, 200 meters per second.

Summary & Homework • Summary: – Finding common factors to simplify numbers – Multiplying

Summary & Homework • Summary: – Finding common factors to simplify numbers – Multiplying rational expressions is similar to multiplying rational numbers • Homework: – pg