Consider the following two curves in space. f₁(t) = (8t, _, 9e¹) F₂(t) = (-4t²,-7-t², -1) We wish to form a translational surface (u, v) from them, aligning f, with the parameter and 2 with the parameter v. Write the formula for that surface here. g(u, v) =(

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section: Chapter Questions
Problem 21RE
Question
Consider the following two curves in space.
ƒ₁(t) = (8t, −3+, 9e²)
−8+t":
ƒ₂(t) = (-4t², −7 − ť², −1)
We wish to form a translational surface ģ(u, v) from them, aligning ₁ with the parameter u and f2 with the parameter v. Write the formula for that surface here.
ģ(u, v) =(
Transcribed Image Text:Consider the following two curves in space. ƒ₁(t) = (8t, −3+, 9e²) −8+t": ƒ₂(t) = (-4t², −7 − ť², −1) We wish to form a translational surface ģ(u, v) from them, aligning ₁ with the parameter u and f2 with the parameter v. Write the formula for that surface here. ģ(u, v) =(
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