# MTH704 MIDTERM SOLVED PAPERS BY MOAAZ BY GETCAREERALERT

## MTH704 MIDTERM SOLVED PAPERS BY MOAAZ

Subsequently, we characterize the blunder as Mistake = True worth – Computed esteem Outright mistake, indicated by |Error|, While the overall blunder is characterized as a Relative blunder Blunder Genuine worth = Nearby truncation mistake It is for the most part more straightforward to extend a capacity into a power series utilizing the Taylor series development and assess it by holding the initial not many terms.

For instance, we may rough the capacity f (x) = cos x by the series 24 2 cos 1 ( 1) 2! 4! (2 )! n xx x n x n = − + − +− + ” ” In the event that we utilize just the initial three terms to figure cos x for a given x, we get a rough reply. Here, the mistake is expected to shorten the series.

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