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Line Segments Quizzes, Questions & Answers

Line Segments Quizzes By Grade

8th Grade 9th Grade

Top Trending Line Segments Quizzes


In the geometry, the segment addition postulate dictates that given two points A and C, a third point B lies on the line segment AC if the distances between the points satisfy the equation AB + BC = AC.

Questions: 7  |  Attempts: 1821   |  Last updated: Aug 20, 2023
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    E is the midpoint between D and F. If DE = 3x + 2, EF = 18, and DF = 5x, find the value of  x.
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The notion of line or straight line is to represent straight objects in geometry. Lines are an idealization of such objects, often described in terms of two points. Take this quiz to test your knowledge and clear your concepts...

Questions: 16  |  Attempts: 1945   |  Last updated: Jul 24, 2024
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Explore foundational concepts in geometry with this focused quiz covering Chapter 1 tools and terminology. Enhance your understanding of essential geometry vocabulary, aiding in better comprehension and application of geometric...

Questions: 29  |  Attempts: 11   |  Last updated: Aug 11, 2025
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    What is an acute angle?
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Below is a geometry trivia quiz made of segment questions! There are a lot of people who get confused when it comes to segments and the quiz below is designed to help them with the basics but also help them solve problems...

Questions: 39  |  Attempts: 3847   |  Last updated: Dec 30, 2024
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                                                                                         a) faces _______________                                                                                    b) bases ____________                                                                                     c)  edges _____________                                                                                    d)  vertices ______________
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Click on the button that completes the definition with the matching vocabulary term.

Questions: 16  |  Attempts: 779   |  Last updated: Mar 22, 2023
  • Sample Question
    Two lines in a plane that never intersect or cross.
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