chain ruleEver thought about taking the derivative of something like (4x-3)^8? That's a real headache, but thankfully there's an easy way to solve this equation in calculus called the chain rule. The process of the chain rule is to simply bring the exponent down to the front, multiplying it to the outside of the equation, keep the inside the same, subtract one from the exponent, and multiply by the derivative of the inside. That sounds complex, but here's how it works:Now Some More Examples for you to try: Chain Rule Examples Explained: www.showme.com/sh/?h=7trgYhk DOUBLE CHAINDouble chains occur when trig functions are on the inside of a chain rule equation. This adds another step to the chain rule process. Let's try some examples below:
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