INTEGRAL DEFINED APPLICATIONS | CALCULATION OF AREAS under the curve y = 4x-x ^ 2, y = 0, x = 1, x = 3
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In this video we will see how to calculate the flat area under a curve, using the definite integral, step by step. For the second degree function exercise we will calculate the area limited by the lines. In addition, an explanation is given of how the area is located, how the functions are graphed, how the cut-off points are drawn, how the table of values ​​is made. Brief and complete explanation of the graphing of the differentials vertically.
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- Frank Ayres Schaum book: P: 175, exercise 15 literal c: find the area limited by the curves and lines: ➡️ https: // groups/77312 ...
- Solution Book ➡️ Differential and Integral Calculus. N. Piskunov volume I: ➡️➡️➡️ n9.cl/tkrh4
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JAF #Areas