Undefined Terms of Geomentry
Quiz by Anticala NHS
Grade 7
Mathematics
Philippines Curriculum: Grades K-10 (MELC)
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20 questions
Show answers
- Q11. Which of the following is not an undefined term in geometry?PlanePointLineSet30s
- Q22. I am an object that represents one specific location in space. What am I?SegmentPlaneLinePoint30s
- Q33. If a plane and a line intersect, their intersection will be a ________.LineSegmentPointPlane30s
- Q44. Points X and Y line in both plane P and plane Q. What object defines that intersection of the two planes?Segment XYAll of 3 Dimensional SpacePlane PLine XY30s
- Q55. Opposite rays are rays that share an endpoint and point in opposite directions. Both rays together form a(n) __________.Acute AngleLinePlaneIntersection Point30s
- Q66. A part of a line with two endpoints.Line SegmentAngleLineRay30s
- Q77. A _______ consists of an infinite number of points which form a flat surface that extends in all directions forever.SegmentLineRayPlane30s
- Q88. How many point are required to name a specific plane201330s
- Q99. What are the two subsets of a line?End point and rayRay and Line segmentDot and rayPoint and Plane30s
- Q1010. Which object represents a point?edge of a tablecorner of a roomthe screen of a televisionintersection of wall and ceiling30s
- Q1111. These are points that lie on the same line.coplanar pointscollinear pointsnon-coplanar pointsnon-collinear points30s
- Q1212. Which of the following statements is NOT true?Given two points, only one line can contain both pointsA line extends in opposite direction without endThere are infinite number of points in a plane.The endpoints of line XY are X and Y.30s
- Q1313. How many distinct line segments can be formed in a line with 8 distinct points?728145630s
- Q1414. The hands of a clock at 8:00 formed what kind of angle?Obtuse AngleRight AngleAcute Anglecannot be determined30s
- Q1515. Which of the following statement is always true? I. A line and a point not on the line are coplanar. II. Infinitely many lines can contain a given point. III. Given a line contained in a plane, only one line can be parallel to it.I, II, IIIII and IIII and IIII and II30s