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Unit 3: Right Triangle Trigonometry
Vocabulary Builder
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Daily Agenda Hypotenuse Similar Triangles Square Root Simplest radical
form leg Variable Pythagorean Theorem Triangle Triangle
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Daily Agenda
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Daily Agenda
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Daily Agenda
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Unit 3: Right Triangle Trigonometry
3.1 Trigonometric Ratios
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3.1 Trigonometric Ratios Daily Agenda square root perfect square
radical expression radicand perfect square
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3.1 Trigonometric Ratios Daily Agenda Example 2 5 8 14 30 18 23 π π
π π 2 π 3 ππ 3 ππ 10 π π π
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3.1 Trigonometric Ratios Daily Agenda right triangle equals hypotenuse
side lengths
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3.1 Trigonometric Ratios Daily Agenda Example 3 π₯ 2 + 3.9 2 = 11 2
13) 14) 15) π₯ = 11 2 = π₯ 2 = π₯ 2 16+64= π₯ 2 36+9= π₯ 2 π₯ =121 π₯ 2 =105.79 80= π₯ 2 45= π₯ 2 π₯=10.29 4 5 =π₯ 3 5 =π₯
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3.1 Trigonometric Ratios Daily Agenda hypotenuse adjacent opposite
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3.1 Trigonometric Ratios Daily Agenda Example 4 ππ ππ ππ
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3.1 Trigonometric Ratios Daily Agenda Example 5 π»π ππΌ π»πΌ
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3.1 Trigonometric Ratios Daily Agenda trigonometric ratio length right
SOH CAH TOA length right acute
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3.1 Trigonometric Ratios Daily Agenda
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3.1 Trigonometric Ratios Daily Agenda SOH CAH TOA Example 6 πππ π΄π·π½
= 20 15 = 4 3 πππ π΄π·π½ = 16 30 = 8 15 πππ π΄π·π½ = 14 48 = 7 24 πππ π»ππ = 15 25 = 3 5 πππ π»ππ = 30 34 = 15 17 π΄π·π½ π»ππ = 48 50 = 24 25
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3.1 Trigonometric Ratios Daily Agenda Example 7 = 11 29 = 11 29
= 25 29 = 25 11 = 18 7 =1
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Simplify each radical β β300 β β90 3. β β75
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Use Pythagorean Theorem to solve for missing sides.
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Write the requested trig ratio
sin B = sin G = sin D = cos B = cos G = cos D = tan B = tan G = tan D = sin C = sin H = sin F = cos C = cos H = cos F = tan C = tan H = tan F =
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