: Here is an interesting result about differentiating a Dot-product of two vector valued functions: Let v(t) = < v,(t), v2(t), v3 (t) > and w(t) = < w,(t), w2(t), w3 (t) > be two vector valued functions. Define the function f(t) = v(t) · w(t) (dot product) Find f'(t), and then say something about why this is “interesting".

: Here is an interesting result about differentiating a Dot-product of two vector valued functions: Let v(t) = < v,(t), v2(t), v3 (t) > and w(t) = < w,(t), w2(t), w3 (t) > be two vector valued functions. Define the function f(t) = v(t) · w(t) (dot product) Find f'(t), and then say something about why this is “interesting".

Name: see image : Here is an interesting result about differentiating a Dot-
Uploaded: 2024-03-20T07:07:37.000Z
Channel: Bartleby
Description: see image : Here is an interesting result about differentiating a Dot-product of two vectorvalued functions:Let v(t) = and w(t) = betwo vector valued functions. Define the functionf(t) = v(t) · w(t) (