8 4 study guide and intervention rectangles</h6>

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Here are the properties of rectangles A rectangle has all the properties of a parallelogram • Opposite sides are parallel • Opposite angles are congruent

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Study Guide and Intervention (continued) Rectangles Prove that Parallelograms Are Rectangles The diagonals of a rectangle are congruent, and the converse

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Prove that Parallelograms Are Rectangles The diagonals of a rectangle are congruent, and the converse is also true IR 8-4 Study Guide and Intervention

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6-1 Study Guide and Intervention Angles of Polygons Properties of Rectangles A rectangle is a quadrilateral with four right angles Here are the properties of

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1 jui 2014 · right angles Here are the properties of rectangles A rectangle has all the properties of a parallelogram Opposite sides are parallel

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26 mar 2015 · DATE PERIOD - 6-4 Study Guide and Intervention Rectangles Properties of Rectangles A rectangle is a quadrilateral with four right angles

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A square is both a rectangle and a rhombus; therefore, all properties of parallelograms, rectangles, and rhombi apply to squares Example: In rhombus ABCD, m∠

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Study Guide and Intervention (continued) Rectangles Prove that Parallelograms Are Rectangles The diagonals of a rectangle are congruent, and the converse is

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12 Glencoe Geometry 9-2 Study Guide and Intervention (continued) Translations Rectangle RECT has vertices R(−2, −1), E(−2, 2), C(3, 2), and T(3, −1)

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Mar 2 2009 · Study Guide and Intervention Rectangles NAME _____ DATE _____ PERIOD _____ 8-48-4 © Glencoe/McGraw-Hill 435 Glencoe Geometry Lesson 8-4 Properties of RectanglesA rectangle is a quadrilateral with four right angles Here are the properties of rectangles A rectangle has all the properties of a parallelogram

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rectangle If m?STR = 8 x + 3 and UTR = 16 –9 find m?STR ?UTS is a right angle so m?STR + m?UTR = 90 8x + 3 + 16x – 9 = 90 24x – 6 = 90 24x = 96 x = 4 m?STR = 8x + 3 = 8(4) + 3 or 35 Exercises Quadrilateral ABCD is a rectangle 1 If AE = 36 and CE = 2x – 4 find x 2 If BE = 6y + 2 and CE = 4y + 6 find y 3

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1 If AE = 36 and CE= 2r— 4 find x 2 If BE = and CE=4y+ 6 find y 3 IfBC=24 findy 2 5 If mZAED = 12x and mZBEC= + 20 find mZÆD Example 2: Quadrilateral RUTS above is a rectangle If mCSTR = Rx + 3 and = 16x-9 find maSTR Z CTS is a right angle so m ZSTR + = 90 8x + 3 + 16x — 9 = 90 24x -6 = 90 24x = 96 mZSTR= 8x+3 = 8(4) +3 or

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Study Guide and Intervention Each lesson in Geometry addresses two objectives There is one Study Guide and Intervention master for each objective WHEN TO USE Use these masters as reteaching activities for students who need additional reinforcement These pages can also be used in conjunction with the Student Edition as an instructional tool

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Mar 2 2009 · Prove that Parallelograms Are RectanglesThe diagonals of a rectangle are congruent and the converse is also true If the diagonals of a parallelogram are congruent then the parallelogram is a rectangle In the coordinate plane you can use the Distance Formula the Slope Formula and properties of diagonals to show that a figure is a rectangle

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