f.4, quiz 8 (ch6- equations of straight lines) - oscar lai ·  · 2015-11-23form 4, quiz 8 (ch6:...

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Mathematics St. Bonaventure College and High School Form 4, Quiz 8 (Ch6: Equations of Straight Lines) 1 Name: Class: ( ) Date: Mark: /30 Time: 40min, Full Marks: 30 SECTION A: Structure Questions 1. 2000 MATH I Q9

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MathematicsSt.BonaventureCollegeandHighSchool

Form4,Quiz8(Ch6:EquationsofStraightLines)

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Name: Class: ()Date: Mark: /30

Time:40min,FullMarks:30SECTIONA:StructureQuestions1. 2000MATHIQ9

MathematicsSt.BonaventureCollegeandHighSchool

Form4,Quiz8(Ch6:EquationsofStraightLines)

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2. 2003MATHIQ12

MathematicsSt.BonaventureCollegeandHighSchool

Form4,Quiz8(Ch6:EquationsofStraightLines)

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SECTION B: Multiple Choices (Correct answer 2M, Wrong answer -1M) Each question carry one CORRECT answer only. 1. 2010MATHIIQ32

2. 2009MATHIIQ31

3. 2009MATHIIQ32

MathematicsSt.BonaventureCollegeandHighSchool

Form4,Quiz8(Ch6:EquationsofStraightLines)

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4. 2009MATHIIQ33

5. 1990MATHIIQ28

MathematicsSt.BonaventureCollegeandHighSchool

Form4,Quiz8(Ch6:EquationsofStraightLines)

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6. 1990MATHIIQ29

MathematicsSt.BonaventureCollegeandHighSchool

Form4,Quiz8(Ch6:EquationsofStraightLines)

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7. 1983MATHIIQ35

8. 1986MATHIIQ22

MathematicsSt.BonaventureCollegeandHighSchool

Form4,Quiz8(Ch6:EquationsofStraightLines)

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Solution:1. 2000MATHIQ9

2. 2003MATHIQ12

MathematicsSt.BonaventureCollegeandHighSchool

Form4,Quiz8(Ch6:EquationsofStraightLines)

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MathematicsSt.BonaventureCollegeandHighSchool

Form4,Quiz8(Ch6:EquationsofStraightLines)

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SolutionofMC1. B

MathematicsSt.BonaventureCollegeandHighSchool

Form4,Quiz8(Ch6:EquationsofStraightLines)

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MathematicsSt.BonaventureCollegeandHighSchool

Form4,Quiz8(Ch6:EquationsofStraightLines)

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2. B

MathematicsSt.BonaventureCollegeandHighSchool

Form4,Quiz8(Ch6:EquationsofStraightLines)

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3. A

MathematicsSt.BonaventureCollegeandHighSchool

Form4,Quiz8(Ch6:EquationsofStraightLines)

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4. D

MathematicsSt.BonaventureCollegeandHighSchool

Form4,Quiz8(Ch6:EquationsofStraightLines)

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5. A

6. D

7. B

positiveslope:m>0negativey-intercept:c<0

8. ABecausepointPisthey-interceptofL1therefore,P(0,-5)TheslopeofL1isaTheslopeofL2is-1/aTherefore,𝐿!: 𝑦 =

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