10 Question Unit Practice

Geometry Honors: Lines, Angles, and Constructions

Geometry Honors: Lines, Angles, and Constructions practice with 10 questions across three difficulty levels, including diagram-based reasoning, immediate feedback, and a complete explanation for every answer.

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Geometry Honors: Lines, Angles, and Constructions MCQ Practice

Question 1 of 10

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Segment AB has midpoint $\displaystyle M \left(3, -2\right)$ . If $\displaystyle A= \left(-1, 5\right)$ , which equation is perpendicular to AB and passes through B?

Diagram for this question

\displaystyle y+ 2= \left(\frac{-7}{4}\right) \left(x- 3\right)

\displaystyle y+ 9= \left(\frac{4}{7}\right) \left(x- 7\right)

\displaystyle y- 5= \left(\frac{4}{7}\right) \left(x+ 1\right)

\displaystyle y+ 9= \left(\frac{-7}{4}\right) \left(x- 7\right)

Geometry Honors: Lines, Angles, and Constructions

Geometry Honors: Lines, Angles, and Constructions MCQ Practice

Segment AB has midpoint M(3,−2)\displaystyle M \left(3, -2\right)M(3,−2). If A=(−1,5)\displaystyle A= \left(-1, 5\right)A=(−1,5), which equation is perpendicular to AB and passes through B?

Segment AB has midpoint $\displaystyle M \left(3, -2\right)$ . If $\displaystyle A= \left(-1, 5\right)$ , which equation is perpendicular to AB and passes through B?