Monte Carlo Integration is a numerical technique to obtain adefinite integral of a function
π¦=f(x)=x
π¦ππ¦=ππ₯ππ₯=π₯22β«1βydy=β«1βf(x) dx=x^2/2
010π(π₯)ππ₯=π₯22010β«2_0^10βγf(x)γdx=|x^2/2|_0^10
010π(π₯)ππ₯=1022β022β«2_0^10βγf(x)γdx=β 10^2/2β€-β 0^2/2β€
010π(π₯)ππ₯=50β«2_0^10βγf(x)γdx=50
Monte Carlo Integration is a numerical technique to obtain a definite integral of a function 𝑦=f(x)=x 𝑦𝑑𝑦=𝑓𝑥𝑑𝑥=𝑥22β«1βy d
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