SOLUTION: Need help solving this math problem with trigonometric functions:
Find the values of the remaining trigonometric functions if If tan t = 􀀀4 and csc t > 0.
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Question 1078718: Need help solving this math problem with trigonometric functions:
Find the values of the remaining trigonometric functions if If tan t = 4 and csc t > 0.
Answer by Alan3354(69443) (Show Source): You can put this solution on YOUR website!
Find the values of the remaining trigonometric functions if If tan t = -4 and csc t > 0.
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Negative tan and positive csc --> Q2
--> terminal point is (-1,4)
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tan = y/x = 4/-1
--> terminal point is (-1,4)
r = sqrt(x^2+y^2) = sqrt(17)
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sin = y/r = 4/sqrt(17) = 4sqrt(17)/17
cos = x/r = -1/sqrt(17) = -sqrt(17)/17
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cot = 1/tan = -1/4
sec = 1/cos = -sqrt(17)
csc = 1/sin = sqrt(17)/4
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