Question

Consider the vector \( \vec{a} = (-2, 3, -1) \) [k3] a) Show the graphical representation of vector \( \vec{a} \) in 3D. b) Find the magnitude of vector \( \vec{a} \). c) Find the unit vector parallel to vector \( \vec{a} \)

          Consider the vector \( \vec{a} = (-2, 3, -1) \) [k3]
a) Show the graphical representation of vector \( \vec{a} \) in 3D.
b) Find the magnitude of vector \( \vec{a} \).
c) Find the unit vector parallel to vector \( \vec{a} \)

Consider the vector a⃗ = (-2, 3, -1) [k3]
a) Show the graphical representation of vector a⃗ in 3D.
b) Find the magnitude of vector a⃗.
c) Find the unit vector parallel to vector a⃗

Added by Daniela S.

Calculus: Early Transcendentals

James Stewart 8th Edition

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Consider the vector vec(a) = (-2, 3, -1) [k, 3]. A) a) Show the graphical representation of vector vec(a) in 3D. B) b) Find the magnitude of vector vec(a). c) Find the unit vector parallel to vector vec(a). Consider the vector vec(b) = (2, 3, -1) [k, 3]. a) Show the graphical representation of vector in 3D. b) Find the magnitude of vector. c) Find the unit vector parallel to vector.