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6. c and f equa-.l 8. b and e eq 10. d and h. Directions: Use the graph below to classify each pair of vectors. 5. a and e 7. fand g parallel 9. c and d none Directions: Use the distance and slope formula to determine whether AB and CD are equivalent. 11 .

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.4(-5, 2) and B(-9, -1) 3. The initial and terminal points of RS are given below. Write the vector as linear combiraiion of standard unit vectors i and j. 1, -4) and sac, 3) S. Check the two vectors that are equivalent. RS with R(7, -3) AB with 8) and B(-5, 6) 9) and 11) Unit 8 Test Vectors 2. Write the component form of the vectorDescription. This Ratios, Proportions, and Percents Unit Bundle includes guided notes, homework assignments, three quizzes, a study guide, and a unit test that cover the following topics: • Ratios. • Ratios with Measurement. • Rates and Unit Rates. • Proportional vs. Nonproportional Relationships. • Solving Proportions. • Proportion ...28-1 O Gina Wilson (All Things Algebra), 2014 . 17. If K is the AEFG, find x and each angle measure -23 IX = 22 mZKFJ = mzEFG = mzFGE = mZKGJ= 13, find each meæure. 30' (lar- 23)' 18. If P is the of = Direcöons: Classify each center. Topic 4: Inequalities in Triangles 16, and NL =This Exponential and Logarithmic Functions Unit Bundle includes guided notes, homework assignments, three quizzes, a study guide and a unit test that cover the following topics: • Graphing Exponential Functions. • Solving Exponential Equations (Common Base) • Converting Between Logarithmic and Exponential Form.This resource is included in the following bundle (s): Algebra 2 Curriculum. More Algebra 2 Units: Unit 1 - Equations and Inequalities. Unit 2 - Linear Functions and Systems. Unit 3 - Parent Functions and Transformations. Unit 4 - Solving Quadratics and Complex Numbers. Unit 5 - Polynomial Functions. Unit 6 - Radical Functions.

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9. fx x = − 1 4 10. fx x =− + 3 1 2 11. fx x =− 2 5 ()12. x − = − 1 6 13. fx x =− − 4 2 1 14. x − =+ + 3 4 5 Domain: _____ VA: _____ Range: _____ HA ...

In math the term called angle sum property states that the sum of interior angles of a triangle is 180°. Here we have the following diagram and we need to find the value of x. While we looking into the diagram, we have identified the value of the angles are listed as follows: => (10x - 11)°. => (3x - 2)°. => (3x + 1)°.

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