Normalized distribution probability
Pages: 12
> And that would be the integral from 9.5 to 10.5 of the density function.
>> you cannot replace the integral of a function with the function itself
.zo'o: He is computing the integral over an interval of width 1, approximating the function with a polynomial of grade 0.
>> you cannot replace the integral of a function with the function itself
.zo'o: He is computing the integral over an interval of width 1, approximating the function with a polynomial of grade 0.
Fair enough.
A polynomial of degree zero is not necessarily a good approximation though. If you are to approximate 1+x^10 with a constant polynomial (of degree 0), you'd likely choose the approximation f(x)=1. That'll give you a huge error at x=2 though ...
A polynomial of degree zero is not necessarily a good approximation though. If you are to approximate 1+x^10 with a constant polynomial (of degree 0), you'd likely choose the approximation f(x)=1. That'll give you a huge error at x=2 though ...
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Pages: 12