Let (S) be the surface given by the following equation. In(2x + y) = ze* + 3y². An equation of the normal line to (S) at A(0,1,-3) is: Ox-t,y%3-5t+1,z=-t-3 O x=-3t,y=-5t,z=-t-3 O x=5t,y=-5t+1,z=-t-3 O x=-5t,y=-5t+1,z=-t-3

Calculus: Early Transcendentals
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Chapter1: Functions And Models
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Let (S) be the surface given by the following equation.
In(2x + y) = ze* +3y2.
An equation of the normal line to (S) at A(0,1,-3) is:
O x=-t,y=D-5t+1,z=-t-3
O x-3t,y=-5t,z=-t-3
O x-5t,y3-5t+1,z=-t-3
Ox-5t,y3-5t+1,z=-t-3
Transcribed Image Text:Let (S) be the surface given by the following equation. In(2x + y) = ze* +3y2. An equation of the normal line to (S) at A(0,1,-3) is: O x=-t,y=D-5t+1,z=-t-3 O x-3t,y=-5t,z=-t-3 O x-5t,y3-5t+1,z=-t-3 Ox-5t,y3-5t+1,z=-t-3
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