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Law of Cosines. a b c C B A When solving for missing sides and angles with a right triangle, we had the pythagorean theorem plus all the trig functions.

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Presentation on theme: "Law of Cosines. a b c C B A When solving for missing sides and angles with a right triangle, we had the pythagorean theorem plus all the trig functions."— Presentation transcript:

1 Law of Cosines

2 a b c C B A When solving for missing sides and angles with a right triangle, we had the pythagorean theorem plus all the trig functions to use.

3 But what happens if it is not a right triangle? a C With some clever mathematical manipulation we won’t discuss here, we have a way of solving these: The Law of Cosines a b c C B A Notice how this is actually the Pythagorean Thm with the added term

4 They’re all the same. This is just to assure you that the law applies to any labeling you use for a triangle. And when we need to use it to solve for a missing angle, we have More on this in class...

5 a C b c B A Find the missing side = 11 = 8

6 a C b c B A Find the missing angle = 11 = 8 = 10 Be careful entering this into the calculator

7 Both the numerator and the denominator need parentheses. The calculator needs to see the terms like this: Without them the calculator will read it like this:


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