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Chapter 3 Review 2022

Last updated over 3 years ago
87 questions
1

Write the equation of a line with a slope of -1/2 and a y-intercept of 8.

1

Write the equation of a line that passes through the points (2, 3) and (5, -3).

1

Write the equation of a line parallel to y = 1/4x + 2 through the point (12, -5).

1

Write the equation of a line perpendicular to y = 1/4x + 2 through the point (12, -5).

Use the linear equation below for the next 2 questions.

1

What is the slope of this line?

1

What is the y-intercept of this line?

1

Which of the following is the graph of the equation?

Use the linear equation below for the next 2 questions.

1

What is the slope of this line?

1

What is the y-intercept of this line?

1

Which of the following is the graph of the equation?

1

Determine if the following pairs of lines are parallel, perpendicular, or neither:


1

Determine if the following pairs of lines are parallel, perpendicular, or neither:


1

Determine if the following pairs of lines are parallel, perpendicular, or neither:


1

Determine if the following pairs of lines are parallel, perpendicular, or neither:


Use the lines below for the next 2 questions.

Line 1: (10, 7) and (13, 9)

Line 2: (-4, 3) and (-1, 5)
1

What is the slope of Line 1?

1

What is the slope of Line 2?

1

Are these lines parallel, perpendicular, or neither?

Use the lines below for the next 2 questions.

Line 1: (2, -3) and (7, -1)

Line 2: (1, 9) and (3, 4)
1

What is the slope of Line 1?

1

What is the slope of Line 2?

1

Are these lines parallel, perpendicular, or neither?

Use the diagram below for the next 5 questions.
1

\angle{1} and \angle{} _______ are Alternate Exterior Angles.

1

\angle{3} and \angle{} _______ are Consecutive Interior Angles.

1

\angle{3} and \angle{} _______ are Alternate Interior Angles.

1

\angle{2} and \angle{} _______ are Corresponding Angles.

1

\angle{5} and \angle{} _______ are Vertical Angles.

1

Consecutive Interior Angles are _________________.

1

Corresponding Angles are _________________.

1

Alternate Interior Angles are _________________.

1

Alternate Exterior Angles are _________________.

1

Vertical Angles are _________________.

1

A Linear Pair is _________________.

Use the diagram below for the next 3 questions.
1

If m\angle{1} = 72o, then m\angle{5} = ________

1

If m\angle{4} = 66o, then m\angle{6} = ________

1

If m\angle{7} = 102o, then m\angle{2} = ________

1

If m\angle{3} = 112o, then m\angle{6} = ________

1

If m\angle{2} = 92o, then m\angle{3} = ________

1

If m\angle{7} = 96o, then m\angle{5} = ________

Use the diagram below for the next 4 questions.

For each question, identify each pair of segments as parallel, perpendicular, skew, or none.
1

\overline{RS} and \overline{QR}

1

\overline{QT} and \overline{YZ}

1

\overline{RQ} and \overline{YZ}

1

\overline{QR} and \overline{TZ}

1

Two lines that are not coplanar and do not intersect are called?

1

Which of the following is the difference between Parallel Lines and Skew Lines?

1

Perpendicular Lines have slopes that are _________________________________.

1

Using the diagram below, find the value of x.

1

Using the diagram below, find the value of x.

1

Using the diagram below, find the value of x.

1

Using the diagram below, find the value of x.

1

Using the diagram below, find the value of x.

1

Using the diagram below, find the value of x.

Use the diagram below for the next 8 questions.

For each question, determine which lines (a & b, c & d, or none), if any, must be parallel with the given information.
1

\angle{2} \cong \angle{9}

1

\angle{9} \cong \angle{12}

1

\angle{1} is supplementary to \angle{5}

1

\angle{4} \cong \angle{10}

1

\angle{11} \cong \angle{12}

1

\angle{7} is supplementary to \angle{12}

1

\angle{3} \cong \angle{6}

1

\angle{1} \cong \angle{16}

Use the diagram below for the next 6 questions.
1

Is d // e?

1

Is e // h?

1

Is d // j?

1

Is g // f?

1

If e // h and h // j, then ____ // ____?

1

If e \perp f and f \perp j, then ____ // ____?

Use the proof below for the next 5 questions.
1

Reason #1

1

Reason #2

1

Reason #3

1

Reason #4

1

Reason #5

Use the proof below for the next 5 questions.
1

Reason #1

1

Reason #2

1

Reason #3

1

Reason #4

1

Reason #5

In the proof below, first reorder the statements to complete the left side of the proof. Then, provide the reasons for each statement.
1

Put the statements in the correct order to complete the proof.

  1. \angle{1} \cong \angle{3}
  2. \angle{2} \cong \angle{3}
  3. a // b
  4. \angle{1} \cong \angle{2}
  5. m // n
Using the correct order of the proof completed above, state the reasons for each step.
1

Reason #1

1

Reason #2

1

Reason #3

1

Reason #4

1

Reason #5

In the proof below, first reorder the remaining statements to complete the left side of the proof. Then, provide the reasons for each statement.
1

Put the statements in the correct order to complete the proof.

  1. \angle{3} \cong \angle{6}
  2. -2x = -36
  3. -2x + 28 = -6
  4. 4x + 28 = 6x - 8
  5. m\angle{3} = m\angle{6}
Using the correct order of the proof completed above, state the reasons for each step.
1

Reason #4

1

Reason #5

1

Reason #6

1

Reason #7

1

Reason #8

1

Reason #9