Pre-Cal Exam 1

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Section 5.1-6.2

Last updated 6:28 PM on 9/20/23
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22 Terms

1
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Trig Functions of Special Angles

<p></p>
2
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Trig Functions of Quadrantal Angles

<p></p>
3
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Signs of Trig Functions

<p></p>
4
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Special Right Triangles

<p></p>
5
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Unit Circle

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6
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Reciprocal Identities

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7
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Quotient Identities

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8
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Pythagorean Identities

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9
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Even-Odd Identities

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10
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Sum and Difference Formulas

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11
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Double-Angle Formulas

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12
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Power-Reducing Formulas

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13
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Half-Angle Formulas

The ± symbol in each formula does not mean that there are two possible

values for each function. Instead, the ± indicates that you must determine

the sign of the trigonometric function, + or -, based on the quadrant in which

the half-angle a/2 lies.

<p><span style="font-family: Times New Roman, serif">The ± symbol in each formula does not mean that there are two possible</span></p><p><span style="font-family: Times New Roman, serif">values for each function. Instead, the ± indicates that you must determine</span></p><p><span style="font-family: Times New Roman, serif">the sign of the trigonometric function, + or -, based on the quadrant in which</span></p><p><span style="font-family: Times New Roman, serif">the half-angle a/2 </span>lies.</p>
14
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Product-to-Sum Formulas

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15
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Sum-to-Product Formulas

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16
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Law of Sines

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17
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The Ambiguous Case (SSA)

  • h=bsinA

  • One Triangle: a>h & ab

  • One Right Triangle: a=h

  • No Triangle: a<h

  • Two Triangles: b>a>h

<ul><li><p>h=bsinA</p></li><li><p>One Triangle: a&gt;h &amp; a<span style="font-family: Google Sans, Roboto, arial, sans-serif; color: rgb(219, 216, 211)">≥</span>b</p></li><li><p>One Right Triangle: a=h </p></li><li><p>No Triangle: a&lt;h</p></li><li><p>Two Triangles: b&gt;a&gt;h</p></li></ul>
18
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Area of an Oblique SAS Triangle

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19
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Law of Cosines Standard Form SAS

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20
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Law of Cos: Alternative Form SSS

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21
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Solving an SSS Triangle

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22
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Heron’s Formula for the Area of a Triangle

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