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The video works through AP Calculus-style Part A of a tea-cooling FRQ: given a table of \(H(t)\) values, approximate \(H'(3.5)\) with a secant slope from the table points that bracket \(t=3.5\), which yields \(-8/3\)...
Unknown · 0:00
The video works through AP Calculus-style Part A of a tea-cooling FRQ: given a table of \(H(t)\) values, approximate \(H'(3.5)\) with a secant slope from the table points that bracket \(t=3.5\), which yields \(-8/3\)...
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