Trigonometric Functions

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18 Terms

1
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What is

180o degrees

in radians?

π radians

2
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What is

1 radian

in degrees?

3
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How do you convert from degrees to radians?

  • multiply by π/180o

4
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How do you convert from radians to degrees?

  • multiply by 180/π

5
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Sketch the trigonometric function

y = Sinx

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6
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Sketch the trigonometric function

y = Cosx

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7
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What is a sinusoidal graph?

repeats periodically

8
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Solve the trigonometric equation, where 0o < θ < 360o

Sin 3θ = -1/2

  • find the reference angle, assume positive

  • equation has a negative answer, find the quadrants where Sin is negative

  • use reference angle to find angle in that quadrant

  • let answers equal 3θ

<ul><li><p>find the reference angle, assume positive</p></li><li><p>equation has a negative answer, find the quadrants where Sin is negative</p></li><li><p>use reference angle to find angle in that quadrant</p></li><li><p>let answers equal 3θ</p></li></ul><p></p>
9
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Other name for reference angle

Principal Value

10
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When can you use the Sin Rule?

<p></p>
11
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When can you use the Cosine Rule?

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12
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When can you use the formula for the Area of a Triangle?

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13
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What vertically stretches a trigonometric function?

the amplitude

number in front of function

a Sin(x)

14
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What horizontally stretches a trigonometric function?

number the angle is multiplied by

Sin(bx)

15
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What vertically shifts a trigonometric function?

number added to the total function

c+ Sin(x) or Sin(x) +c

16
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What horizontally shifts a trigonometric function?

number added to the angle

Sin(x +c)

17
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What changes the range of a trigonometric function?

the number the function is being multiplied by

the number added to the total function

<p>the number the function is being multiplied by</p><p>the number added to the total function</p>
18
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What changes the period of a trigonometric graph?

the number the angle is multiplied by

the number added to the angle

<p>the number the angle is multiplied by </p><p>the number added to the angle</p>