Initial Value Problem

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This calculus video tutorial explains how to solve the initial value problem as it relates to separable differential equations.

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Antiderivatives:

U-Substitution - Indefinite Integrals:

1st Order Differential Equations:

Initial Value Problem:

Area Between Two Curves:

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Disk and Washer Method:

Volume by the Shell Method:

Volume By Cross Sections:

Arc Length Calculus Problems:

Surface Area of Revolution:

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Work Problems - Calculus:

Integration By Parts:

Trigonometric Integrals:

Trigonometric Substitution:

Integration By Partial Fractions:

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Calculus Final Exam and Video Playlists:

Full-Length Videos and Worksheets:
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jasmine
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FrancesObeleEbubechukwu-yzpo
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in the second question 4:56 how is C not ln(3)? I thought e^x^2 x e^c meant you had to make C ln(3) to make e^ln(3) = 3. That 3 is y(0) but its ln(3) that C replaced.
The completed equation is y=3e^x^2 but C seems like it should be C = ln(3)

timothygooding
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beverlyfrancis
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adrianrodelas
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lfcil
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Why you did not introduce a constant C on the left hand side as well with dy at 3:20?

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