c. a. b. The Pythagorean Theorem. a 2 + b 2 = c 2. OR. a 2 = c 2 – b 2. Which side is the hypotenuse?. The right angle points to the hypotenuse. It’s the side labelled “c”. c. 6. 8. When calculating the hypotenuse, we add the area of the squares of the other two sides.

ByProportions in Triangles. Side-Splitter Theorem. Theorem 7-4: Side-Splitter Theorem: If a line is parallel to one side of a triangle and intersects the other two sides, then it divides those sides proportionally. OR. Side-Splitter Proof. Statements. Reasons. 1. 2. 3. 4. 5. 6. 7.

ByThe Law. of SINES. The Law of SINES. For any triangle (right, acute or obtuse), you may use the following formula to solve for missing sides or angles:. Use Law of SINES when. AAS - 2 angles and 1 adjacent side ASA - 2 angles and their included side SSA (this is an ambiguous case).

ByPerimeters and Areas of Similar Polygons. Comparing Perimeter and Area. For any polygon, the perimeter of the polygon is the sum of the lengths of its sides and the area of the polygon is the number of square units contained in its interior. Comparing Perimeter and Area.

ByChapter 11 Object-Oriented and Event-Driven Programming. 11.1 Classes and Objects. An object is a structure composed of: data (or attributes ) processes (or methods ) that perform operations on that data. Object-oriented programming is often referred to as OOP

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ByObjectives. Justify and apply properties of 45°-45°-90° triangles. Justify and apply properties of 30°- 60°- 90° triangles.

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By5-6 Inequalities in One Triangle. Comparison Property of Inequality. Corollary to the Triangle Exterior Angle Theorem. The measure of an exterior angle of a triangle is greater than the measure of each of its remote interior angles. Problem 1: Applying the Corollary. Theorem 5-10.

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ByLa rioja. El camino de Santiago. ÍNDICE :. Ermita de la Ascensión Castle of Clavijo Castle of Briones Churche of San Bartolomé Cathedral of Saint Domingo of la Calzada Castle of Aguas Mansas. A little introducction …. The shortest rode of Santiago is in La Rioja.

ByChapter 1: (Part 2): The Foundations: Logic and Proofs. Propositional Equivalence (Section 1.2) Predicates & Quantifiers (Section 1.3). Propositional Equivalences (1.2). A tautology is a proposition which is always true . Classic Example: P V P

ByIn Memory of JFK November 22, 2013. Aziz S. Inan Donald P. Shiley School of Engineering University of Portland. November 22, 2013.

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ByUsing Proportions. Section 7-1. Ratio. A ratio is a comparison of two numbers such as a : b. Ratio:. When writing a ratio, always express it in simplest form. ** Ratios must be compared using the same units. A ration can be expressed: 1. As a fraction

ByMC vs Data comparison. Data (LHC09d - pass4) MC (LHC10a8). SPD vertex resolution - MC. run 104867. Vertex reconstuction. MC Data. run 104867. nb. TPC clusters / track. MC. Data. run 104867. |dcar| < 3 cm |dcaz| < 3 cm chi2 / clust < 4 pt > 0.15 GeV/c. |eta| < 0.8. |eta| < 0.8.

ByKeystone Geometry. Ratios and Proportions. Ratio. A ratio is a comparison of two numbers such as a : b. Ratio:. When writing a ratio, always express it in simplest form. ** Ratios must be compared using the same units. A ration can be expressed: 1. As a fraction

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