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    HI guys.

    I have an equation of a curve y=x4-2x3-10x2+5x+30 It crosses the x axis at A and B. B has an x value that isn't an integer, A is an integer.

    I've used the factor theorem to show x-2 is a factor.

    I have wrote the value of a and found a cubic equation satisfied by B by using long division.

    I've showed that if the iterative formula Xn+1 = cubedroute(10Xn+15) coverges, then it converges to B. Which I worked out to be 3.743.

    Now I need to use the iterative formula with a suitable starting value to find the value of B. How do I do this because I thought that 3.743 was the answer to this?

    Appreciate any help. Thanks
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    Another question is:

    The sequence defined by the iterative formula Xn+1=cubedroute(17-5Xn) with x1=2 converges to A. Using the formula to find a to 2dp. You should show the result of each iteration. How do i do this?

    THanks
 
 
 
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Updated: September 27, 2011

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