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Help with finding where a f(x) is concave down from derivative graph and inflection points?
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wherever the derivative graph has 0 slope or infinite slope, those are your inflection points. if the derivative graph has a positive slope in that interval and the derivative graph crosses the x axis, it will be concave up in that interval and have a minimum at the x intercept. i could go on and on but it's a lot to type and you should really look at examples. give this a shot and see if it helps to explain more thoroughly
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