Newton's Law of Cooling Calculus, Example Problems, Differential Equations

This calculus video explains how to solve newton's law of cooling problems. It provides the formula and explains how to derive the equation using differential equations.

Logarithms - The Easy Way!

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Logarithmic Equations - Different Bases:

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Compound Interest Word Problems:

Interest Compounded Continuously:

Population Growth Word Problems:

Logarithms Practice Problems:

Where does "e" come from?

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Logistic Growth Function:

Newton's Law of Cooling:

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[davem]

Awesome video and great instruction. I actually did this over the weekend with a bottle of soda and worked through this formula first, got my solution and then took another bottle and took the temp every 15mins for 2hrs 45mins and I came within .7 degrees of the math answer which I chalked up to opening and closing the fridge door to get the bottle's temp.

[VeeH]

Thank you so much! I understood it so much better after your clear explanation! I'm actually doing this in a Maths class so will hopefully be looking out for more Maths help from you :)

[Darkfoxdemonx]

I love that during this topic in both precalculus and calculus1, we were only given "Ae^kt" and never told about ANY of this temperature stuff, whatsoever. Nobody thought it would be beneficial to let us know.

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Thank you for this. This video is the best explanation for Newton's Law of Cooling that I have found. Excellent job.

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