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Chain rules 1 and 2
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covers quantitative finance
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Finding the equations for tangent planes and normal lines to surfaces
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Vector Applications in my favorite Sport!!
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Being able to help me friend with her fear of airplanes through use of the arc length formula!
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This video explains how Faraday's Law utilizes partial derivatives to solve for the EMF in a surface.
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Going through the concept and applications of contour maps with an example
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In this video I explain how to determine the equations of lines using vectors.
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In this video I demonstrate how to calculate the unit tangent, normal, and binormal vectors.
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Matrices in BME: Image Processing
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In this video I explain how to compute the gradient and directional derivatives of functions of several variables.
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For my project, I talk briefly about the applications of matrices in computer grapphics!
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Determining the speed of a water slide to see if it can be built at the pool that I work at
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In this video I briefly explain Maxwell's equations as an example of an application of vector calculus.
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Computing the arc length of a home run!
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I made a 3-d system in real life and built some objects based on calculation
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Explaining wind vectors and streamlines and connecting them to calculus
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Poorly explained, but exactly what's on the tin.
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My final course project!
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Poorly expresses the specifics of the curvature equation for a line.
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A poor description of what equates a hyperboloid of two sheets, as well as its traces and graphical interpretation.
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The positions 2 planes can be in, as well as a plane and a line.
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How to calculate partial derivatives
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Paper Airplanes with Parametric Equations
