not ? 2. Consider the curve o(t) = (t2 – 4t + 2, cos(t?), ' sin(t?)) for t e (0,1). (a) Find the work required to bend a straight rod into ø, assuming a stiff- ness of M = 2. (b) Find the work required to bend a straight rod into ø, assuming a stiff-
not ? 2. Consider the curve o(t) = (t2 – 4t + 2, cos(t?), ' sin(t?)) for t e (0,1). (a) Find the work required to bend a straight rod into ø, assuming a stiff- ness of M = 2. (b) Find the work required to bend a straight rod into ø, assuming a stiff-
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![not ?
2. Consider the curve o(t) = (t² – 4t + 2, cos(t²),' sin(t²)) for te (0, 1).
-
(a) Find the work required to bend a straight rod into ø, assuming a stiff-
ness of M = 2.
(b) Find the work required to bend a straight rod into ø, assuming a stiff-
ness of M(x, y, z) = /1+ x² + y² + z².](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1494fba7-922a-4c60-b16b-641d27b3ecb7%2Fac99dec9-3aa5-4c0e-90c1-79cdbb638fac%2F1x59vp_processed.png&w=3840&q=75)
Transcribed Image Text:not ?
2. Consider the curve o(t) = (t² – 4t + 2, cos(t²),' sin(t²)) for te (0, 1).
-
(a) Find the work required to bend a straight rod into ø, assuming a stiff-
ness of M = 2.
(b) Find the work required to bend a straight rod into ø, assuming a stiff-
ness of M(x, y, z) = /1+ x² + y² + z².
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