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Plan1 X1 G(X1) X2 G(X2) X3 G(X3) 1.2 1.4 1.2 -2.96 1.2 0.8400000000000003 1.4 1.7999999999999998 -2.96 12.6816 0.8400000000000003 1.1855999999999995 1.7999999999999998 2.5999999999999996 12.6816 133.45977855999999 1.1855999999999995 0.84884736000000061 2.5999999999999996 4.1999999999999993 133.45977855999999 17542.592936164234 0.84884736000000061 1.1739997605789689 Na primeira x1 está crescendo. 4.1999999999999993 7.3999999999999986 17542.592936164234 307707479.73808694 1.1739997605789689 0.85627615610256935 Na segunda x2 ela está crescendo diferentemente de 1. 7.3999999999999986 13.799999999999997 307707479.73808694 9.4683892471350224E+16 0.85627615610256935 1.1643803872020837 Na terceira x3 os valores se aproximam de 1. 13.799999999999997 26.599999999999994 9.4683892471350224E+16 8.9650394935262116E+33 1.1643803872020837 0.86264052449462358 26.599999999999994 52.199999999999989 8.9650394935262116E+33 8.0371933120484714E+67 0.86264052449462358 1.1562271010164884 52.199999999999989 103.39999999999998 8.0371933120484714E+67 6.4596476335236683E+135 1.1562271010164884 0.86817980607552769 103.39999999999998 205.79999999999995 6.4596476335236683E+135 4.1727047549287926E+271 0.86817980607552769 1.1491967574507578 205.79999999999995 410.59999999999991 4.1727047549287926E+271 ERROR:#NUM! 1.1491967574507578 0.87306291498306265 410.59999999999991 820.19999999999982 ERROR:#NUM! ERROR:#NUM! 0.87306291498306265 1.1430501085695344 820.19999999999982 1639.3999999999996 ERROR:#NUM! ERROR:#NUM! 1.1430501085695344 0.87741322499222107 1639.3999999999996 3277.7999999999993 ERROR:#NUM! ERROR:#NUM! 0.87741322499222107 1.1376142924145869 3277.7999999999993 6554.5999999999985 ERROR:#NUM! ERROR:#NUM! 1.1376142924145869 0.88132340106218043 Plan2 Plan3
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