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Warm- up What do you remember about right triangles?

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Presentation on theme: "Warm- up What do you remember about right triangles?"— Presentation transcript:

1 Warm- up What do you remember about right triangles?

2 Trigonometry Basic Right Triangles

3 Three basic trigonometric functions Sine Cosine Tangent

4 Trigonometric functions describe relationships between the angles of a right triangle and its sides.

5 Some quick notes you need to know: We only use these trig functions on right triangles We only use the acute angles in the right triangles is a Greek letter called theta (thay-ta) it is used a lot in trig to stand for an angle. its just like a variable like x. You must round all answers in this unit to the nearest tenth.

6 Some quick notes you need to know: Always draw a diagram if its not provided. (yes this is required) We measure our angles in degrees so your calculator must be in degree mode. (calc steps: press “mode” scroll down to “radian” and over to “degree” and press “enter” so that the word degree is high lighted, then “clear” to exit)

7 Right Triangles Hypotenuse Adjacent Leg Opposite Leg

8 SOH CAH TOA!!!!!!! SOME OLD HIPPIE CAUGHT ANOTHER HIPPIE TRIPPING ON ACID

9 SOME OLD HIPPIE…

10 CAUGHT ANOTHER HIPPIE…

11 TRIPPING ON ACID…

12 Find the value of x in each triangle *We are looking for sides so sin, cos, tan* x 38° 20 Hypotenuse Opposite Adjacent

13 Find the value of x in each triangle *We are looking for sides so sin, cos, tan* 51° 15 x hypotenuse opposite adjacent

14 Find the value of x in each triangle *We are looking for sides so sin, cos, tan* 19 28° x hypotenuse opposite adjacent

15 Find the value of in each triangle *We are looking for angles so sin -1, cos -1, tan -1 * hypotenuse opposite adjacent 17 25

16 Find the value of in each triangle *We are looking for angles so sin -1, cos -1, tan -1 * hypotenuse opposite adjacent 18 12

17 Find the value of in each triangle *We are looking for angles so sin -1, cos -1, tan -1 * hypotenuse opposite adjacent 29 15


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