Transcription of Pythagorean Theorem & Trigonometric Ratios
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Pythagorean Theorem & Trigonometric Ratios
Algebra 2012-2013 Pythagorean Theorem & Trigonometric Ratios Name:_____ Teacher:_____ Pd: _____ Table of Contents DAY 1: SWBAT: Calculate the length of a side a right triangle using the Pythagorean Theorem Pgs: 1 - 4 HW: 5 - 6 DAY 2: SWBAT: Find the three basic Trigonometric Ratios in a right triangle Pgs: 7 - 10 HW: 11 - 12 DAY 3: SWBAT: Use Trigonometric Ratios to find missing lengths of a right triangle Pgs: 13 - 17 HW: 18 -19 DAY 4: SWBAT: Use Trigonometric Ratios to find a missing angle of a right triangle Pgs: 20 - 23 HW: 24 - 25 Day 5-6: Review Pgs: 26 - 32 Day 7: Test Trig Overall Notes Pgs: 33 - 341 SWBAT: Calculate the length of a side a right triangle using the Pythagorean Theorem Pythagorean Theorem Day 1 Warm Up Introduction: Over 2,500 years ago, a Greek mathematician named Pythagoras popularized the concept that a relationship exists between the hypotenuse and the legs of right triangles and that this relationship is true for all right triangles.
angle, A, of the slope? 5) A person standing 60 inches tall casts a shadow 87 inches long. What is the angle the measure of angle x to the nearest degree? 6) From the top of an 86 foot lighthouse, the angle to a ship in the ocean is x . If the ship is 203 feet from the light house, determine the angle x? Round your answer to the nearest degree.
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