The Art of Integration
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Finding an integral is basically just playing detective with numbers. If differentiation
is smashing a vase to see how it breaks, integration is gluing it back together to see what it looked
like. You are taking the rate of change and working backward to find the original
function. But here is the catch. You never get just one answer; you
get an infinite family of them. That is why you always have to add that plus C at the
end. It is not just a rule teachers annoy you with. It is the only time
in life where being vague is actually the correct answer.
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