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Name ___ Date ___1.2AssignmentPart A In Exercises 35, plot the points in a coordinate plane. Then determine whether ST and UV are congruent. 3. S ( 1, 2), T ( 1, 1), U (3, 5), V (3, 2)4. S (1, 1),
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To fill out points, lines, and planes, follow these steps:
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Points:
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- A point is a basic element of geometry that has no size or shape.
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- To plot a point, simply mark a single dot on the paper or in a coordinate system.
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- Points are usually labeled using uppercase letters like A, B, C, etc.
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Lines:
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- A line is a straight path that extends infinitely in both directions.
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- To draw a line, use a ruler or a straightedge and connect two points with a straight line.
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- Lines are usually labeled using lowercase letters like l, m, n, etc.
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Planes:
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- A plane is a flat, two-dimensional surface that extends infinitely in all directions.
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- To represent a plane on paper, draw a parallelogram or a rectangle without the sides.
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- Planes are usually labeled using capital letters like P, Q, R, etc.

Who needs points lines and planes?

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Points, lines, and planes are fundamental concepts in geometry that are needed by various individuals and professions including:
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Points, lines, and planes are fundamental concepts in geometry. A point represents a location in space, a line is a straight path that extends infinitely in both directions, and a plane is a flat surface that extends infinitely in all directions.
Typically, points, lines, and planes are geometric concepts and are not something that requires filing. If you mean a specific document or form in a particular context, please provide more details.
Without specific context, the process for filling out points, lines, and planes would vary. In a geometric context, it involves defining specific points, the equations of lines, and the equations of planes.
Points, lines, and planes are used to provide a foundational understanding of geometry and spatial relationships in mathematics, serving as the building blocks for more complex geometrical concepts.
In a geometric context, one must report the coordinates of points, the equations or slopes of lines, and the equations defining planes.
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