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this is the last thing under integration integration and honestly compared to the volume stuff youamp;#39;ve just been looking at itamp;#39;s conceptually quite simple because in fact itamp;#39;s just an extension or another application of something you already know namely chain rule from differentiation and of course weamp;#39;re integrating so thatamp;#39;s what weamp;#39;re going to do in reverse okay so it starts with a simple setup something like this this is an indefinite integral thatamp;#39;s what this exercise focuses on by the way for definite integrals you have to add on a couple of things but weamp;#39;ll see how we go for time and you donamp;#39;t actually need it yet youamp;#39;ll encounter in more detail later but i may have shown you because itamp;#39;s not that difficult an extension hereamp;#39;s the kind of question now how could we go about doing this um with the question as it is right now if you really wanted to you could just expand this theme right l