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Trigonometric Ratios Worksheet from Math-Aids

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Trigonometric Ratios

cos Î¸ =

tan B =

sin Î¸ =

tan M =

cos C =

tan 6Â° =

sin 0Â° =

tan X =

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One of sin x, cos X,and tan X is given: Find the other two if x lies in the specified interval:sin x = }’ xin ‘F]] Select one: A cos* = – tanx=-B. cosx =tan > =- 6Ccos % = 3 tanx=}D: cos K = tanz=- {Next page

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Find the exact values of the trigonometric functions for the acute angle B. You can only use the symbols of b, Ï€, and B.

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Transcript

In problem number 1, we want the tangent of angle b. Tangent is opposite over adjacent, so that is going to be 12 over 9 and we can reduce that fraction by dividing top and bottom by 3 and we get 4 over 3 and number 2. We want the cosine of b. Cosine is adjacent side, which is 20 over hypotenuse 25 point and again we’re going to reduce that fraction. That is 4 over 5 and number 3. We want the tangent of m opposite over adjacent, so tangent of m is 8 over 15 number. 4. We want the sin of g opposite side to g is 32 point. The hypotenuse is 4032 divided by 40 can be reduced…

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