5. Consider the force field F = (xy)i + (x −y)j and C, the straight line from the point (-1,2) to (3,3). (a) Find a parameterization of the straight line C. Show your process for this. Include the range of values of the parameter in your final answer. I (b) Express the work done by the field F along the line C as a line integral. Then convert that line integral into a single-variable integral.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 30E
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5. Consider the force field
F = (xy)i + (x −y)j
and C, the straight line from the point (-1,2) to (3,3).
(a) Find a parameterization of the straight line C. Show your process for this. Include the range
of values of the parameter in your final answer.
I
(b) Express the work done by the field F along the line C as a line integral. Then convert that
line integral into a single-variable integral.
Transcribed Image Text:5. Consider the force field F = (xy)i + (x −y)j and C, the straight line from the point (-1,2) to (3,3). (a) Find a parameterization of the straight line C. Show your process for this. Include the range of values of the parameter in your final answer. I (b) Express the work done by the field F along the line C as a line integral. Then convert that line integral into a single-variable integral.
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(c) Find the work done by the field F by evaluating the single-variable integral found in part
(b) above. Show your steps for this computation.
Transcribed Image Text:(c) Find the work done by the field F by evaluating the single-variable integral found in part (b) above. Show your steps for this computation.
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