cosΘ = √6 / 29 Think √6 is length of adjacent leg. 29 is length of hypotenuse. 6 + b2 = 292 , b = √835
sinΘ = √835 / 29. cscΘ = 29 / √835
tanΘ = √835 / √6. cotΘ = √6 / √835
Emily G.
asked 01/21/21Given that sec(0) =29/square root of 6. Find an exact value: sin(0), cos(0),tan(0),csc(0),cot(0)
cosΘ = √6 / 29 Think √6 is length of adjacent leg. 29 is length of hypotenuse. 6 + b2 = 292 , b = √835
sinΘ = √835 / 29. cscΘ = 29 / √835
tanΘ = √835 / √6. cotΘ = √6 / √835
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