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Day 2: Primary Trigonometric Ratios
Unit 8: Trigonometry
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Learning Goals To be able to use the primary trigonometric ratios
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Labeling a Triangle Vertices/angles are ALWAYS denoted with a capital letter Sides are ALWAYS denoted with a lower case letter The side and angle that are across from each other are ALWAYS the same letter
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Labeling a Triangle
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Primary Trig Ratios Activity
You need a ruler and a protractor You may work in partners You have 15 minutes
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Primary Trig Ratios πππππ ππ‘π βπ¦πππ‘πππ’π π = sin π₯
ππππππππ‘ βπ¦πππ‘πππ’π π = cos π₯ πππππ ππ‘π ππππππππ‘ = tan π₯
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SOHCAHTOA
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Evaluate. c) tan 15Β° a) sin 60Β° =0.8660 b) cos 45Β° =0.7071 =0.2679
What do these values represent? The ratio of the two sides NOT the value of any one side NOT the value of the angle b) cos 45Β° =0.7071 c) tan 15Β° =0.2679
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Evaluate. a) sin π΄ =0.5 π΄= sin β1 0.5 π΄=30Β°
What do these values represent? The values of angles A, B and C b) cos π΅ = 3 10 π΅= cos β π΅=73Β° c) tan πΆ =1.4239 πΆ= tan β πΆ=55Β°
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List the primary trig ratios for angle A.
sin π΄ = 4 π cos π΄ = 6 π tan π΄ = 4 6 hypotenuse opposite A adjacent
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List the primary trig ratios for angle B.
sin π΅ = 6 π cos π΅ = 4 π tan π΅ = 6 4 B hypotenuse adjacent opposite
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Success Criteria I CAN properly label a right triangle and set up the primary trigonometric ratios
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To Do⦠Worksheet Check the website daily for updates, missed notes, assignment solutions
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