Get Quadrilaterals In The Coordinate Plane Worksheet

This guide provides clear, step-by-step instructions for users to effectively fill out the Quadrilaterals In The Coordinate Plane Worksheet online. Whether you are familiar with geometry or new to the subject, the following directions will assist you in completing the form accurately.

Follow the steps to successfully complete the worksheet.

1. Click 'Get Form' button to access the worksheet and open it in the online editor.
2. Review the first problem that requires you to determine if Quad JKLM is a parallelogram. Input the coordinates of points J(-1, 0), K(-3, 7), L(2, 6), M(4, -1) and perform the required calculations.
3. Proceed to the second example by stating the coordinates for Quad EFGH, which are E(-4, -1), F(-1, 3), G(3, 0), H(0, -4). Define what type of quadrilateral this is, providing the mathematical justification.
4. Now it's your turn with the example Quad WXYZ. Input the coordinates W(0, 1), X(4, 2), Y(3, -2), Z(-1, -3) and ascertain the type of quadrilateral using mathematical methods.
5. Continue to example one involving Quad ABCD with given coordinates A(-3, 2), B(-2, 7), C(2, 4), D(1, -1). Show mathematically that this shape is indeed a parallelogram.
6. In the next problem, graph the coordinates of parallelogram A(5, 4), B(5, 10), C(9, 8), D(9, 2) and find the intersection of the diagonals.
7. Proceed to graphing Quad FGHJ where points F(-4, -2), G(-2, 2), H(4, 3), J(2, -1) are provided. Determine what type of quadrilateral it represents and support your conclusion mathematically.
8. Lastly, graph Quad PQRS using the coordinates P(-5, 2), Q(4, 5), R(6, -1), S(-3, -4). Identify the type of quadrilateral and provide the necessary mathematical proof.
9. Once you have completed all tasks on the worksheet, ensure to save your changes, and download or print your completed form for future reference.

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