Question 911084
find all the remaining trigonometric functions x if: 
cosx = 3/5 and tanx = -4/3
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cos is positive and tan negative in QIV where x is pos and y is neg.
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By definition, cos = x/r
Since cos(t) = 3/5, x = 3 and r = 5
Then y = -sqrt[5^2-3^2] = -4
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sinx= = y/r = -4/5
 cotx= = x/y = -3/4
 secx= = r/x = 5/3
 cscx= = r/y = -5/4
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Cheers,
Stan H.
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