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Simpson’s Rule is one of the most powerful numerical integration methods used in calculus when an exact integral is difficult or impossible to calculate. In this video we estimate the value of the integral of e to the power of x squared between 0.4 and 2 using Simpson’s Rule with 4 intervals. This type of problem is extremely common in A Level Mathematics, AP Calculus, IB Mathematics, and university calculus exams. The interesting part of this question is the function e to the power of x squared
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Simpson’s Rule is one of the most powerful numerical integration methods used in calculus when an exact integral is difficult or impossible to calculate. In this video we estimate the value of the integral of e to the power of x squared between 0.4 and 2 using Simpson’s Rule with 4 intervals. This type of problem is extremely common in A Level Mathematics, AP Calculus, IB Mathematics, and university calculus exams. The interesting part of this question is the function e to the power of x squared
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