Multivariable Calculus Midterm Review In 94 Minutes

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Multivariable Calculus Midterm Review In 94 Minutes

▬ Contents of this video ▬▬▬▬▬▬▬▬▬▬
0:00 - find the parametric equation of the line of intersection of two planes
7:51 - at what time does the particle pass the xz plane?
9:54 - What are the particle coordinates velocity speed and acceleration at t=2?
13:47 - Find the directional derivative of F in the direction u at the point (1,2,0)?
19:32 - Let F, Find divergence
24:57 - Find m such that divergence is zero?
27:33 - Find curl of the given vector field F?
31:43 - Find the values of a,b,c,d,e,f such that curl=F?
35:00 - Find the work done by the force F moving a particle along a line segment from point P to Q?
46:00 - Part (2) starts
46:29 - Let F Be A Vector Field. Show That Work Is Independent of The Path.
52:39 - How teacher assistants TA or professors grade your paper
53:00 - Compute the line integral for any path C from point A to B.
Compute phi function known as potential function
1:05:12 - Scrolling through various questions and commenting on how to solve.
1:06:01 - Find the gradient of f then find the directional derivative. What is the maximum value of?
1:13:16 - Solenoidal vector field. Find values of constants a,b,c.
1:17:37 - Find the work done by the force field along C during the time interval [0,2]?
1:23:15 - Find equation of the tangent plane to the surface at the point (1,1,1)
1:25:35 - Find equation of the plane passing through the three points (1,2,3),(0,2,0),(1,1,1)

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Very clear and helpful session. I Learned a lot of skills that I was having trouble with.

haseebmirza

Love these videos! I never thought watching you train Vin would be something I enjoyed more than watching you train yourself, but I have watched every one of these all the way through. Maybe to do with hearing your thoughts along the way. Thank you!

djnzzy