# Parallelogram vertices

**parallelogram**ABCD, when any three

**vertices**(say A,B,D) are known. Since diagonal BD bisects the

**parallelogram**into two congruent triangle. The area of the

**parallelogram**ABCD = 2 area of triangle ABD =2 [ area of trapezium BAPQ +area of trap BQRD - area of trap DAPR].

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**parallelogram**with

**vertices**K(1, 2, 3), L(1, 3, 6), M(3, 8, 6), and N(3, 7, 3) Explanation. Area of a

**parallelogram**created by two adjacent vectors a and b is ∣ a × b ∣ \\text{\\color{#c34632}Area of a

**parallelogram**created by two adjacent vectors $\\textbf{a}$ and $\\textbf{b}$ is $\\left| \\textbf{a}\\times \\textbf{b}\\right|$} Area of a

**parallelogram**created by.

**vertices**M (4, - 6), N (10, 2), Q (8, 16) and R (x, y). Given that the

**vertices**are position vectors, with the aid of a clearly labelled diagram, find the coordinates of R using vector method or otherwise.? In Mathematics. 2 Answers Available. Asked by Alex on 14th July, 2021.

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**vertices**of a parallelogram are shown on a coordinate plane below. (-4, –3) 6- 4+ (6, –1) A A: in question, three

**vertex**of parallelogram is given we find out 4th vertext . we use the properties. Interactive Parallelogram. Learn about its shape, sides, angles and properties. Please disable adblock in order to continue browsing our. MC – 100 points Formulas: 50 points ____ Mrs. Meyer folded the following figure to make a three54. -dimensional shape. If no parts overlapped and the entire figure was used, which best represents the shape Mrs. Meyer made? A) Cone C) Square Pyramid B) Rectangular Prism D) Cylinder ____ 55.

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**Parallelogram**The opposite sides of a

**parallelogram**are congruent. Triangles can be used to prove this rule about the opposite sides . To explore these rules governing the sides of a

**parallelogram**use Math Warehouse's interactive

**parallelogram**. Problem 3 What is the length of side BD and side CD in.