Simpson Trapecio
2
trapecio f(x) = cosx/x+1 a 0 1 b 1 0.27015115 n 2 -0.1387156 3 -0.2474981 metodo del trapecio 1 interva 4 -0.1307287 metodo del trapecio 6 interva 5 0.04727703 6 0.13716718 simpson 1/3 f(x)= raiz3(x)ex a 0 0 b 0.5 1.30859094 n 1 2.71828183 1.5 5.13025331 metodo de un intervalo 2 9.30962732 metodo de 4 intervalos 2.5 16.5341881 3 28.968357 3.5 50.2790081 4 86.6691608 f(x)= (lnx)^3 a b 2 0.33302465 1n y 2.17 0.46223039 2 z 2.33 0.60828671 3 2.50 0.76930735 4 y 2.67 0.94358327 5 z 2.83 1.12958813 6 3.00 1.32596896 7 y 3.17 1.53153075 8 z 3.33 1.7452194 9 3.50 1.96610506 10 y 3.67 2.19336673 11 z 3.83 2.42627846 12 4.00 2.66419722 13
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Transcript of Simpson Trapecio
trapeciof(x) = cosx/x+1 a 0
0 1 b 61 0.27015115 n 62 -0.138715613 -0.24749812 metodo del trapecio 1 intervalo 3.4115015514 -0.13072872 metodo del trapecio 6 intervalo 0.3690693155 0.047277036 0.13716718
simpson 1/3f(x)= raiz3(x)ex a 0
0 0 b 40.5 1.30859094 n 4
1 2.718281831.5 5.13025331 metodo de un intervalo 82.60511338
2 9.30962732 metodo de 4 intervalos 76.944975832.5 16.5341881
3 28.9683573.5 50.2790081
4 86.6691608
f(x)= (lnx)^3 a 2b 4
2 0.33302465 1 n 4y 2.17 0.46223039 2z 2.33 0.60828671 3 2.76591
2.50 0.76930735 4 2.765015y 2.67 0.94358327 5z 2.83 1.12958813 6
3.00 1.32596896 7y 3.17 1.53153075 8z 3.33 1.7452194 9
3.50 1.96610506 10y 3.67 2.19336673 11z 3.83 2.42627846 12
4.00 2.66419722 13
2.71828183
h 0.5
