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For the Curve R(t), Find an Equation for the Indicated

Question 45

Multiple Choice

For the curve r(t) , find an equation for the indicated plane at the given value of t.
- r(t) =(t9) i+(ln(sect) 1) j+7k,π/2<t<π/2\mathbf { r } ( \mathrm { t } ) = ( \mathrm { t } - 9 ) \mathbf { i } + ( \ln ( \sec \mathrm { t } ) - 1 ) \mathbf { j } + 7 \mathbf { k } , - \pi / 2 < \mathrm { t } < \pi / 2 ; normal plane at t=10πt = 10 \pi .


A) x=10π9x = - 10 \pi - 9
B) x=910πx = 9 - 10 \pi
C) x=10π+9x = 10 \pi + 9
D) x=10π9x = 10 \pi - 9

Correct Answer:

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