SOLUTION: How do you solve cos (tan^-1 (7/6)) ?
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Question 827502
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How do you solve cos (tan^-1 (7/6)) ?
Answer by
lwsshak3(11628)
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How do you solve cos (tan^-1 (7/6)) ?
let x=angle whose tangent=(7/6)
hypotenuse of working right triangle=√(7^2+6^2)=√(49+36)=√85
cos (tan^-1 (7/6))=cos(x)=6/√85=6√85/85