Area Under a Curve | Ex. 2 of 4 | Integrate y=sec^2(x); [-π,-3π/4]

Area Under a Curve. Find the area under the curve over the given interval of y=sec^2(x); [-π,-3π/4]. To find the area under the curve we integrate the function over the given interval, so, we integrate y=sec^2(x) over the interval [-pi,-3pi/4]. This gives us the area under the curve. This is a great Explanation of the Area Under a Curve. This is under the topic of Applications of Integration with this free online math video lesson. #calculus #freecalculusvideos #minutemath #areaunderacurve #areaunderthecurve #integrals #definiteintegral #mathhelp #calculushelp #lightboard #mathhelp #mathvideos

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