'Use pythagorean theorem' presentation slideshows

Unit 3

Unit 3. Two-Dimensional Motion and Vectors. 3-1 Introduction to Vectors. In Unit 1 , motion was one-dimensional To show forward, right or upward motion, we used a positive sign To show backward, left or downward motion, we used a negative sign. Scalars and Vectors .

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12.5 Surface Area of Pyramids

12.5 Surface Area of Pyramids. By Tosha Williams, Taylor Clear, and Jessica Strassle. Objectives. Find lateral areas of regular pyramids Find surface areas of regular pyramids. Characteristics of Regular Pyramids. All of the faces, except the base, intersect at one point called the vertex .

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12.3 The Pythagorean Theorem

12.3 The Pythagorean Theorem. CORD Mrs. Spitz Spring 2007. Objectives/Assignment. Use Pythagorean Theorem Assignment: pp. 484-485 #4-39 all Assignment due today : 12.2 p. 479-480 #5-51. History Lesson.

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13.1 Volumes of Prisms and Cylinders

By Nathan Critchfield and Ben Tidwell. 13.1 Volumes of Prisms and Cylinders. Objectives. Find volumes of prisms. Find volumes of cylinders. Volumes of Prisms.

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Solving Right Triangles

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Bellwork

Bellwork. Pg 580 1-15 all. 11.1 Tangent Lines. Chapter 11 Circles. Tangent to a circle: a line that touches the circle at one point Point of tangency: the point where the line and circle touch. Theorem 11-1: If a line is tangent to a circle, then it is perpendicular to the radius. M. L.

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Entry Task Find the unknown side lengths in each special right triangle.

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Linear Motion - Displacement

Principles of Physics. Linear Motion - Displacement. Linear Motion. motion along a straight line path, motion in one dimension Which way are you headed? How far did you go? How fast are you going? Is your speed changing?. Which way are you headed?. Direction

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Special Right Triangles

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1.4 Trigonometry

1.4 Trigonometry. Uses of Trigonometry. Lets you find the length and measure of angles of right triangles Sine Cosine Tangent. Definitions. ? = angle hyp = hypotenuse (longest side) opp = side opposite (not touching) the angle adj = side adjacent (touching) the angle. Formulas. SOH

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Steps for solving Trig problems (see example problems below)

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