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An example of a trig integral where we need to use some algebra and a trig identity to get to a form that we can work with. It takes a lot of practice to see the way trig integrals get solved, so kee
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An example of using the quotient rule for derivatives on x^2 / lnx, from calculus 1, plus a tip at the end of the vid. To take this derivative, we multiply the derivative of the top function by the b
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Quick lesson on the derivative of square root of x. The key is to remember that it equals x^(1/2), so it's really a power rule! Bring the 1/2 to the front and subtract 1 from the exponent. It's the s
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A simple example of using u-substitution for an indefinite integral. We pick a "u" where it and its derivative can replace all the x's. In this case, u = x^2 + 1. It has to be the whole denominator.
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Let's practice the product rule for derivatives, from calc 1. We first see there are two functions being multiplied together. Determine what is the first function and what is the second. The product
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We need to do some polynomial long division before we can do this integral, a tactic I learned in calc 2. When the highest power in the numerator is larger than the highest power in the denominator,
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Did you know there is a shortcut to integration by parts? It's called the tabular method. From calculus 2 class. Out of the two functions, pick the one that goes to 0 after taking its derivative a fe
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The derivative of ln x plus a couple of examples to help solidify it, from a calc 1 class. It is equal to 1/x. Please memorize since you will use this all the time. Leave a comment with other deriva
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How to find limits of functions from a graph. When there is a negative above the number x is approaching, that means the limit from the left side. For a positive above the limit number, where is the
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A u-substitution integral that is not exactly straightforward. We need to use our sub twice to get rid of all the x terms. When we take the derivative of the u sub, our first x does not get cancelled
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Explanation and example of the power rule for integrals (from calc 1). Simply add 1 to the exponent, then divide by that number. Add "c", a constant of integration and that's it! This works for radic
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Quick vid on how to multiply variables with exponents together. The variables (aka the base) has to be the same. Then we add the exponents together. This applies to negative exponents and fractions i
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About @mathmicrodose

Math Microdose is a Instagram growing creator. With 50 followers and 24 posts, mathmicrodose's account shows a follower-to-following ratio of 1.4:1. View all content anonymously on Pictame - no login required.

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Math Microdose

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Quick math lessons and problem walkthroughs focused on simplicity, in a tutor sort of way. Algebra, Trig, Calculus 1-3, ...

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