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Use “The Chart” to remember these values. Example 1 The question this problem is asking is “What is the angle measure of the right triangle that has.

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Presentation on theme: "Use “The Chart” to remember these values. Example 1 The question this problem is asking is “What is the angle measure of the right triangle that has."— Presentation transcript:

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2 Use “The Chart” to remember these values.

3 Example 1 The question this problem is asking is “What is the angle measure of the right triangle that has the side opposite angle x as and the hypotenuse is 2.” The question this problem is asking is “What is the angle measure of the right triangle that has the side adjacent angle x as and the hypotenuse is 2.” To get x alone, multiply by the inverse of sine:To get x alone, multiply by the inverse of cos: arc sin This is only the possibility for the 1 st quadrant. According to the table, 120° is also a possibility, along with any coterminal angles. arc cos This is only the possibility for the 2 nd quadrant. According to the table, 225° is also a possibility, along with any coterminal angles. These terms are interchangeable (calculator or chart)

4 Example 2 What happens when something is multiplied by its inverse? It helps to set the expression equal to x They cancel each other out.

5 Each trig function must always be followed by an angle, So... Multiply both sides by sin Draw a picture w/ this info: Cosine uses the adjacent side, so calculate it: r = 3, y = 2

6 Example 3 f = 17 (adj) d = 32 (hyp) Which trig function?

7 Example 4 Angle of Depression has to be formed by a horizontal line. 20 ft 100 ft Be careful not to calculate this angle!

8 Example 5 To solve a triangle means to find all the missing pieces; 3 angles & 3 sides 33° 5.8

9 23 45 (opp) (hyp)

10 HW: Page 309


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