1. Consider the vector function (with values in R³) r(t) = ln (√2√1−t) i + (3 − √2√1 −t)j + 2 k Find a positive change of parameter from t to s where s is an arc length parameter of the curve having r(0) as its reference point.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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1. Consider the vector function (with values in R³)
t-1
= k
2
r(t) = ln (√2√1−t) i + (3 − √2√1 −t)j + ?
Find a positive change of parameter from t to s where s is an arc length parameter of the curve
having r(0) as its reference point.
Transcribed Image Text:1. Consider the vector function (with values in R³) t-1 = k 2 r(t) = ln (√2√1−t) i + (3 − √2√1 −t)j + ? Find a positive change of parameter from t to s where s is an arc length parameter of the curve having r(0) as its reference point.
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