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Find the Sine, Cosine, and Tangent for the Angle AA Where b=1b = 1

Question 154

Multiple Choice

Find the sine, cosine, and tangent for the angle AA where b=1b = 1 and c=26c = \sqrt { 26 } .  Find the sine, cosine, and tangent for the angle  A  where  b = 1  and  c = \sqrt { 26 }  .   A)   \sin A \approx 0.9806 , \cos B \approx 0.1961 , \tan A = 5.0000  B)   \sin A \approx 0.0194 , \cos B \approx 0.8039 , \tan A = 5.0000  C)   \sin A \approx 0.1961 , \cos B \approx 0.9806 , \tan A = 5.0000  D)   \sin A \approx 0.9806 , \cos B \approx 0.1961 , \tan A = 0.2000  E)   \sin A \approx 0.1961 , \cos B \approx 0.9806 , \tan A = 0.2000


A) sinA0.9806,cosB0.1961,tanA=5.0000\sin A \approx 0.9806 , \cos B \approx 0.1961 , \tan A = 5.0000
B) sinA0.0194,cosB0.8039,tanA=5.0000\sin A \approx 0.0194 , \cos B \approx 0.8039 , \tan A = 5.0000
C) sinA0.1961,cosB0.9806,tanA=5.0000\sin A \approx 0.1961 , \cos B \approx 0.9806 , \tan A = 5.0000
D) sinA0.9806,cosB0.1961,tanA=0.2000\sin A \approx 0.9806 , \cos B \approx 0.1961 , \tan A = 0.2000
E) sinA0.1961,cosB0.9806,tanA=0.2000\sin A \approx 0.1961 , \cos B \approx 0.9806 , \tan A = 0.2000

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