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e Are the points I, L, J, and G coplanar? What is the intersection of KJ¯ and plane IJGH? e

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e What is the intersection of the plane ABGH with the plane ADEH? Are the points A, D, F, and G coplanar? e

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e If BD¯ ≅ DC¯, then which of the following statements is true? e

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e Find the m PS¯ and m SR¯, if the m PQ¯ and m QR¯ are 2.3 m and 1.5 m respectively. e

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e How many lines can be drawn in a plane passing through a given point? e

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e There are 5 points marked on a plane, out of which 3 are collinear. How many lines can be drawn joining these points if a line shall contain at least 2 marked points? e

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e Choose the correct statement(s). I. The intersection of a line and a plane is a point. II. The intersection of two planes is a line. III. Three points on the same plane are always collinear. e

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e What is the maximum number of points of intersection of two distinct lines in a plane? e

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e There are two lines on a plane with 3 points marked on each line. Find the total number of additional lines that can be drawn joining these points if a line has to contain minimum two marked points. e

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e Select the correct statement/statements. 1. A line is a set of points that extends in two opposite directions without end. 2. Lines of different sizes have different thickness. 3. A line is of finite length 4. A line is a straight onedimensional figure having no thickness. e

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e Which of the following points is not collinear with respect to the other points? e

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e Select the correct stement/statements. 1. The ends of a line are points. 2. A straight line is a line which lies evenly with the points on itself. 3. A plane surface is a surface which lies evenly with the straight lines on itself. e

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e Are the points I, L, J, and G coplanar? What is the intersection of FG¯ and plane IJGH? e

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e Identify the correct statement / statements. 1. A space is the set of all points. 2. A line is a set of points that extends in two directions without end. 3. A point is a location in a plane with fixed dimensions. e

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e A(1, 1) and B(4, 4) are 2 distinct points. How many lines can be drawn passing through both these two points? e

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e Choose the incorrect statement / statements. 1. A plane is a flat surface that extends in all directions without end. 2. A plane has two dimensions. 3. All the points and lines that lie in the same plane are coplanar. 4. Two planes intersect to form a plane. e

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e Select the correct statement / statements. 1. A plane has infinite thickness. 2. Two planes will never intersect. 3. A pyramid is a plane figure. 4. All points of a circle lie on a single plane where as all points of a sphere lie on different planes. e

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e If two planes intersect, then they intersect in a _____. e

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e Which of the following points are noncollinear? e

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e The points A( 2,  3), B(1, y) and C(4, 1) are collinear. Find y. e

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e Choose the correct statement/statements. 1. Points F, A, L, I, C, G, E, O, B are coplanar. 2. Points G, E, O, B are collinear. 3. O, A, and B are coplanar. 4. Points F, A, L, I, C are coplanar. e

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e What is the intersection of the plane ABCD with the plane BCFG? Are the points A, D, F, and G coplanar? e

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e How many lines can be drawn connecting two points, if there are 5 points and no three of them are collinear? e

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e What are the possible number of intersections between two lines? e

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e Four parallel lines are intersected by another four parallel lines. Find the number of points of intersection. e

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e Which of the following statements best describes the points A, B, C? I. The points A, B, C are collinear. II. The points A, B, C are noncollinear. III. The points A, B, C are noncoplanar. e

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e Points and lines that lie in the same plane are called e

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e Select the correct statement / statements. 1. A point is that which has no part 2. A line is breadthless length 3. A surface is that which has length and breadth only e

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e Identify three collinear points in the figure shown. e

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e What is the least number of points needed to draw the figure? e

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e Find the number of regions into which two parallel lines divide a plane. e

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e From the figure 1. Identify one set of collinear points. 2. Name any one plane. 3. Find the point of intersection of AD↔ and BE↔. e

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e Identify the graph representing the coordinate plane containing the points A( 2,  3), B(1,  1) and C(4, 1). The points A, B and C are collinear and D is a point that does not lie on the line. e

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e Identify the number of planes and the number of line segments in the figure. e

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e Identify which of the following can be best represented as a point. e

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e Identify which of these can be best represented by a line. e

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e Identify which of the following can be best represented by a plane. e

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e Refer the figure to answer the questions. (i). Are the points B, C and D collinear? (ii). Name any one plane. e

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e Find the maximum number of possible names for the plane shown. e

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e Refer the figure to answer the questions. (i). Are points K, E and F collinear? (ii). Are points A, L, D and B coplanar? e

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e The points on the map represent the important places of Sicilia, Italy. Use the map to select the choices that are collinear. e

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e Use figure to answer the questions. 1. Name two planes that do not contain R. 2. Are the points R, Q and T coplanar? e

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e What type of geometric intersection do you find in the given figure? e

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e What kind of geometric intersection does the photograph resemble? e

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e What kind of geometric intersection does the photograph indicate? e

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e If BD¯ ≅ DC¯, then which of the following statements is true? e

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e Find the m PS¯ and m SR¯, if the m PQ¯ and m QR¯ are 2.3 m and 1.5 m respectively. e

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