The integral of the function e^x from negative infinity to positive infinity does not converge to a finite value. This means that the integral is divergent. In mathematical terms, we can represent it as:
∫[from -∞ to +∞] e^x dx
The exponential function e^x grows exponentially as x approaches positive infinity, and it decays rapidly as x approaches negative infinity. Since the function does not reach a stable value over the entire range, the integral cannot be evaluated to a specific finite number.
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