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Euler's Identity via Taylor's Theorem
jehan60188
330 views
Exploring the Taylor Series of e^x, sin(x), and cos(x), we can develop Euler's Identity with a few substitutions
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a study of fourier series using e^x, HQ
jehan60188
1,162 views
HQ video of maxima output related to e^x and fourier series
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l'Hopital's rule, example
jehan60188
1,463 views
l'Hopital's rule is useful for finding limits of the form f/g, where the limit of f and g both go to zero, or infinity
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Taylor's Theorem, proof
jehan60188
3,028 views
A proof for Taylor's Theorem, which states that f(x) can be represented as the sum of a sequence of derivatives.
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Integration by parts
jehan60188
1,471 views
A step by step derivation for the formula for integration by parts, followed by an example- int(x*e^x)
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3 ways to prove that .999... = 1
jehan60188
1,039 views
.999... = 1, demonstrated in three different ways
Proof by fractions, series, and algebra.
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Sum Rule of Derivatives, Proof
jehan60188
3,374 views
A proof using limits, and the definition of the derivative to demonstrate the sum rule.
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A calculus based derivation of the vertex for a parabola.
jehan60188
1,291 views
A calculus based derivation for the x-coordinate of the vertex for a parabola.
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OFS1 song and dance
jehan60188
6,767 views
Don't be late to OFS1 class!
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