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Find the Equation of a Line Quiz

12 questions math Grades 7-8

The question sheet

Reveal any answer as you study
  1. When finding an equation of a line given the slope and y-intercept, what form should the equation be written in?

    • Point-slope form
    • General form
    • Standard form
    • Slope–intercept form
    Reveal answer

    Answer: Slope–intercept form

    Source evidence

    PDF page 579: Find an Equation of the Line Given the Slope and y-Intercept In the following exercises, find the equation of a line with given slope and y-intercept. Write the equation in slope–intercept form.

  2. Exercise 647 asks for the equation of a line with slope −5 and what feature?

    • Two points
    • A y-intercept
    • A given point
    • A parallel line
    Reveal answer

    Answer: A y-intercept

    Source evidence

    PDF page 579: 647. slope −5 and y-intercept 648. slope 0 and y-intercept

  3. Which exercise gives the slope and a point to find the line's equation?

    • Exercise 662
    • Exercise 658
    • Exercise 647
    • Exercise 655
    Reveal answer

    Answer: Exercise 655

    Source evidence

    PDF page 580: Find an Equation of the Line Given the Slope and a Point In the following exercises, find the equation of a line with given slope and containing the given point. Write the equation in slope–intercept form.

    PDF page 580: 655. m = , point (10, 6)

  4. Exercise 655 uses which given point to find the equation of a line?

    • (2, 10)
    • (10, 6)
    • (−1, −3)
    • (−8, 3)
    Reveal answer

    Answer: (10, 6)

    Source evidence

    PDF page 580: 655. m = , point (10, 6)

  5. Which exercise asks for the equation of a line containing two given points?

    • Exercise 654
    • Exercise 658
    • Exercise 662
    • Exercise 667
    Reveal answer

    Answer: Exercise 658

    Source evidence

    PDF page 580: Find an Equation of the Line Given Two Points In the following exercises, find the equation of a line containing the given points. Write the equation in slope–intercept form.

    PDF page 580: 658. (2, 10) and (−2, −2)

  6. Which two points are used in Exercise 658?

    • (7, 1) and (5, 0)
    • (3, 8) and (3, −4)
    • (2, 10) and (−2, −2)
    • (5, 2) and (−1, 2)
    Reveal answer

    Answer: (2, 10) and (−2, −2)

    Source evidence

    PDF page 580: 658. (2, 10) and (−2, −2)

  7. Exercise 660 asks for the equation of a line through which two points?

    • (7, 1) and (5, 0)
    • (2, 10) and (−2, −2)
    • (5, 2) and (−1, 2)
    • (3, 8) and (3, −4)
    Reveal answer

    Answer: (3, 8) and (3, −4)

    Source evidence

    PDF page 580: 660. (3, 8) and (3, −4) .

  8. Which two points are used in Exercise 659?

    • (2, 10) and (−2, −2)
    • (7, 1) and (5, 0)
    • (5, 2) and (−1, 2)
    • (3, 8) and (3, −4)
    Reveal answer

    Answer: (7, 1) and (5, 0)

    Source evidence

    PDF page 580: 659. (7, 1) and (5, 0)

  9. Exercise 661 involves finding the equation through which two points?

    • (2, 10) and (−2, −2)
    • (3, 8) and (3, −4)
    • (5, 2) and (−1, 2)
    • (7, 1) and (5, 0)
    Reveal answer

    Answer: (5, 2) and (−1, 2)

    Source evidence

    PDF page 580: 661. (5, 2) and (−1, 2)

  10. Exercises 662-665 ask for an equation of a line that is:

    • Horizontal only
    • Parallel to a given line
    • Vertical only
    • Perpendicular to a given line
    Reveal answer

    Answer: Parallel to a given line

    Source evidence

    PDF page 580: Find an Equation of a Line Parallel to a Given Line In the following exercises, find an equation of a line parallel to the given line and contains the given point. Write the equation in slope–intercept form.

  11. In Exercise 662, the line to find is parallel to which given line?

    • x = 4
    • y = −5
    • y = −3x + 6
    • 2x + 5y = −10
    Reveal answer

    Answer: y = −3x + 6

    Source evidence

    PDF page 580: 662. line y = −3x + 6 , point 663. line 2x + 5y = −10 , point 664. line x = 4 , point (−2, −1)

  12. Exercise 663 asks for a line parallel to which given line?

    • y = −3x + 6
    • x = 4
    • y = −5
    • 2x + 5y = −10
    Reveal answer

    Answer: 2x + 5y = −10

    Source evidence

    PDF page 580: 662. line y = −3x + 6 , point 663. line 2x + 5y = −10 , point 664. line x = 4 , point (−2, −1)

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