Metodos numericos taylor
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The document contains tables with values for the sine function and another function. The first table has the sine values calculated at increments of 0.785398163 from 0 to 6. The second table shows values of a function F calculated at Xi + 1 for each value of Xi, along with error terms.
Metodos numericos taylor
- 1. ORDEN SENO (X) APROX ET Xi 0.785398163 0 0.707106781 -20.300191 V.V 0.587785252 1 0.596034708 -1.403481188 H 0.157079633 2 0.587311127 0.08066293 3 0.587767893 0.002953326 4 0.58778583 -9.83229E-05 5 0.587785267 -2.45247E-06 6 0.587785252 5.74079E-08
- 2. ORDEN F(Xi + 1) Et Ea Xi 1 0 -62 160.7843137 NA V.V 102 1 8 92.15686275 875 H 1 2 77 24.50980392 89.61038961 3 102 0 24.50980392
- 3. Orden Seno (x) Aprox. Et Xi 0.785398163 0 0.707106781 -20.300191 V.V 0.587785252 1 0.596034708 -1.403481188 H 0.157079633 2 0.587311127 0.08066293 3 0.587767893 0.002953326 4 0.58778583 -9.83229E-05 5 0.587785267 -2.45247E-06 6 0.587785252 5.74079E-08
- 4. Orden F(Xi + 1) Et Ea Xi 1 0 -62 160.7843137 NA V.V 102 1 8 92.15686275 875 H 1 2 77 24.50980392 89.61038961 3 102 0 24.50980392