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LESSON 1.3Assignment1Name mediate treasure Hunt Midpoints and Bisectors The grid shows the locations of a sandbox and a fountain in a park. Each grid square represents a square that is one meter long
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Step 1: Draw the line segment or triangle that you want to find midpoints and bisectors for.
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Step 2: To find the midpoint of a line segment, measure the length of the segment and divide it by 2. Mark this point on the segment.
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Step 3: To find the midpoint of a triangle, locate the midpoint of each side by measuring and dividing the length of each side by 2. Connect these midpoints to find the midpoint of the triangle.
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Step 4: To find the bisector of a line segment, determine the midpoint of the segment. Draw a straight line through this midpoint, dividing the segment into two equal parts.
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Step 5: To find the bisector of an angle in a triangle, draw straight lines from the vertex of the angle to the midpoint of each opposite side. The line connecting the vertex and the midpoint of the opposite side will be the bisector of the angle.

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Midpoints are the point that lies halfway between two endpoints. Bisectors are lines or rays that divide an angle into two equal parts.
Generally, individuals or entities who are involved in geometry or surveying may be required to file midpoints and bisectors.
Midpoints and bisectors can be filled out by identifying the coordinates of the endpoints and using formulas to calculate the midpoints or bisectors.
The purpose of midpoints and bisectors is to help understand and analyze geometric figures, angles, and shapes.
The information reported on midpoints and bisectors would typically include the coordinates of the endpoints, the coordinates of the midpoints, and the equations of the bisectors.
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