Question: Recall that E = e for all values of r. By modifying this series, give a power series in r which is equal to e

 Recall that E = e for all values of r. By

modifying this series, give a power series in r which is equal

Recall that E = e for all values of r. By modifying this series, give a power series in r which is equal to e " for all values of r. The integral of e " cannot be expressed using "elementary functions" such as sin, cos, In. But this is an important integral - it is almost identical to the one used to calculate probabilities corresponding to normal distributions! Integrate your power series for e Lo express die as a power series

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