9. If r is the position vector and r is its magnitude, verify that if a is a constant vector (a) ▼ } - --- (c) V(ar) a = 1 df (b) Vf(r) Vector and Tensor Notation 10. Write out in full in Cartesian coordinates (a) pv--IV-pvvl - Np - [V-7] - pg (b) T = −μ{√v + (Vv)* − (V • v)8
9. If r is the position vector and r is its magnitude, verify that if a is a constant vector (a) ▼ } - --- (c) V(ar) a = 1 df (b) Vf(r) Vector and Tensor Notation 10. Write out in full in Cartesian coordinates (a) pv--IV-pvvl - Np - [V-7] - pg (b) T = −μ{√v + (Vv)* − (V • v)8
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Please help with 9&10
![9. If r is the position vector and r is its magnitude, verify that
(a) V } –
(c) V(ar) a if a is a constant vector
(b) V((r)
dr
T
pendix A Vector and Tensor Notation
10. Write out in full in Cartesian coordinates
(a) [pv − −[V · pvv] - Vp – [V · 7] - Pg
2
31
(b) τ = − µ|Vv – (Vv) – Ŝ(V - v)6
MEMBA
parane
B](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8411f3e8-16ff-46f1-b023-d023cc4de865%2Fd0184f06-2986-46e6-81a9-7a87baa4a57d%2Folcy5ie_processed.jpeg&w=3840&q=75)
Transcribed Image Text:9. If r is the position vector and r is its magnitude, verify that
(a) V } –
(c) V(ar) a if a is a constant vector
(b) V((r)
dr
T
pendix A Vector and Tensor Notation
10. Write out in full in Cartesian coordinates
(a) [pv − −[V · pvv] - Vp – [V · 7] - Pg
2
31
(b) τ = − µ|Vv – (Vv) – Ŝ(V - v)6
MEMBA
parane
B
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