Approximate the following integral
Make a Matlab code to Approximate the following integral from 0 to 2, x^2e^(-x ^2) dx using h = 0.25. Using the following methods
Composite Trapezoidal rule.
Composite Simpsons rule.
Composite Midpoint rule.
Need all three matlab codes
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Let's try to think about a 2D problem like a crate sliding down an incline: how would you choose your x and y axes? why?
A car traveling along the straight road is clocked at number of points. The data from the observations are given in thefollowing table, where the time is in seconds, the distance infeet, and the speed in feet per second.
Use such values together with the starting time to develop a natural cubic spline for Mine That Bird's race. Use the spline to predict the time at the three-quarter-mile pole, and compare this to the actual time of 1:12.09.
Understanding the difference between fixed and variable costs, what area of the health care facility or physician practice do you think would have the greater amount of variable costs than fixed?
Throughout a national debate upon changes to health care, a cable news service performs an opinion poll of 620 small-business owners. It shows that 77% of small-business owners do not approve of the changes.
A vertex v in the tree T is a center for T if the eccentricity of v is minimal among all the vertices in T. Prove that if a tree T has two centers, then they must be adjacent.
In developing the quadratic spline, we needed 3n variables to completely describe n splines describe how we select to designate our conditions to generate these splines
Suggest the piecewise constant interpolation of the function f(x)=sin(x), 0 <= x <= 381, at points x_i = ih, where h = 0.1. Thus, our interpolant satisfies v(x) = sin(ih), (i-0.5)h <= x < (i+0.5)h, for (i = 0, 1, ..., 3810).
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