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Evaluate ln e7 ln e7 = 0 ln e7 = 1 ln e7 = e ln e7 = 7

Question

Evaluate ln e7 ln e7 = 0 ln e7 = 1 ln e7 = e ln e7 = 7

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Solution

The natural logarithm, denoted as ln, is the inverse of the exponential function. In other words, if y = e^x, then x = ln y.

The base of the natural logarithm is the number e, which is approximately equal to 2.71828.

So, when we have ln e^7, we are essentially asking "e to what power gives us e^7?"

Since e to the power of 7 gives us e^7, the answer is 7.

So, ln e^7 = 7.

The other options provided are incorrect.

ln e^7 is not equal to 0, because e to the power of 0 gives us 1, not e^7.

ln e^7 is not equal to 1, because e to the power of 1 gives us e, not e^7.

ln e^7 is not equal to e, because e to the power of e gives us a number much larger than e^7.

So, the correct answer is ln e^7 = 7.

This problem has been solved

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