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Calc III: Standard parametrization for the **tangent** to the line r(t) = 2sin(t) i + (t^2 - cos(theta)) j + 2(e^(3t)) k, at t = 0
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what I have so far: r'(t) = 2cos(t) i + (2t - sin(theta))j + 6e^(3t) r(0) = (0,-1,2) r'(t) = r(0) + t*r'(t) ?
+ sin t
in the j bit
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