Describe the graph of the equation. r = -6i + tj + (12 – 1) k O It is a parabola in thex = 6 plane, vertex at (6, 0, - 1), opening upward. O It is a parabola in the x = 6 plane, vertex at (6, 0, – 1), opening downward. O It is a parabola in the x = -6 plane, vertex at (-6, 0, - 1), opening to the right. O It is a parabola in the x = -6 plane, vertex at (-6,0,- 1), opening downward. O It is a parabola in the x = -6 plane, vertex at (-6, 0, - 1), opening upward. Find exactly T(1) and N(t) for x = e'cost, y = e'sint, z = e' for i = 0. [Choose the correct answer.] O T(0) = V3 a +j+ k) and N(0) = -i+ %3D V2 (i+j+ k) and N(0) = (i - Vali – j) O T(0) = O T(0) = V3 (i-j+ k) and N(0) = -i – j) V2 O T(0) = i -j+ k) and N(0) = i + V2

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Describe the graph of the equation.
r = -6i + tj + (12 – 1) k
O It is a parabola in the x = 6 plane, vertex at (6, 0, - 1), opening upward.
O It is a parabola in the x = 6 plane, vertex at (6, 0, – 1), opening downward.
O It is a parabola in the x = -6 plane, vertex at (-6, 0, - 1), opening to the right.
O It is a parabola in the x = -6 plane, vertex at (-6,0, - 1), opening downward.
O It is a parabola in the x = -6 plane, vertex at (-6, 0, - 1), opening upward.
Find exactly T(1) and N(t) for x = e'cost, y = e'sint, z = e' for 1 = 0. [Choose the correct answer.]
O T(0) = i +j+ k) and N(0) =(-i+
%3D
V3
V2
O T(0) = (i +j+ k) and N(0) = (i -
Vali – j)
O T(0) =
V3
(i-j+ k) and N(0) = -i – j)
V2
O T(0) = i -j+ k) and N(0) = i+
V2
Transcribed Image Text:Describe the graph of the equation. r = -6i + tj + (12 – 1) k O It is a parabola in the x = 6 plane, vertex at (6, 0, - 1), opening upward. O It is a parabola in the x = 6 plane, vertex at (6, 0, – 1), opening downward. O It is a parabola in the x = -6 plane, vertex at (-6, 0, - 1), opening to the right. O It is a parabola in the x = -6 plane, vertex at (-6,0, - 1), opening downward. O It is a parabola in the x = -6 plane, vertex at (-6, 0, - 1), opening upward. Find exactly T(1) and N(t) for x = e'cost, y = e'sint, z = e' for 1 = 0. [Choose the correct answer.] O T(0) = i +j+ k) and N(0) =(-i+ %3D V3 V2 O T(0) = (i +j+ k) and N(0) = (i - Vali – j) O T(0) = V3 (i-j+ k) and N(0) = -i – j) V2 O T(0) = i -j+ k) and N(0) = i+ V2
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