맥그로우힐(Mcgraw hill) - 응용수치해석 2nd Edition 솔루션

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Mc graw hill - 응용수치해석 솔루션입니다.
각 챕터 별로 pdf 파일이 있습니다.

목차

solm 1
solm 2
solm 3
solm 4
solm 5
solm 6
solm 7
solm 8
solm 9
solm 10
solm 11
solm 12
solm 13
solm 14
solm 15
solm 16
solm 17
solm 18
solm 19
solm 20
solm 21
solm 22

본문내용

CHAPTER 3
3.1 The M-file can be written as
function coscomp(x,n)
i = 1;
tru = cos(x);
ser = 0;
fprintf(`\n`);
fprintf(`order true value approximation error\n`);
while (1)
if i > n, break, end
ser = ser + (-1)^(i - 1) * x^(2*i-2) / factorial(2*i-2);
er = (tru - ser) / tru * 100;
fprintf(`%3d %14.10f %14.10f %12.8f\n`,i,tru,ser,er);
i = i + 1;
end
This function can be used to evaluate the test case,
>> coscomp(1.5,8)
order true value approximation error
1 0.0707372017 1.0000000000 -1313.68329030
2 0.0707372017 -0.1250000000 276.71041129
3 0.0707372017 0.0859375000 -21.48840776
4 0.0707372017 0.0701171875 0.87650367
5 0.0707372017 0.0707528251 -0.02208652
6 0.0707372017 0.0707369341 0.00037823
7 0.0707372017 0.0707372050 -0.00000469
8 0.0707372017 0.0707372016 0.00000004
3.2 The M-file can be written as
function futureworth(P, i, n)
nn=0:n;
F=P*(1+i).^nn;
y=[nn;F];
fprintf(`\n year future worth\n`);
fprintf(`%5d %14.2f\n`,y);
This function can be used to evaluate the test case,

참고 자료

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압축파일 내 파일목록

solm04.pdf
solm05.pdf
solm06.pdf
solm07.pdf
solm08.pdf
solm09.pdf
solm10.pdf
solm11.pdf
solm12.pdf
solm13.pdf
solm14.pdf
solm15.pdf
solm16.pdf
solm17.pdf
solm18.pdf
solm19.pdf
solm20.pdf
solm21.pdf
solm22.pdf
solm01.pdf
solm02.pdf
solm03.pdf

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