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Why is any number (other than zero) to the power of zero equal to one It would be if slope of the graph of f is 0 at (x0, f (x0)). Please include in your answer an explanation of why $0^0$ should be undefined.

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This is indeed even more stupid than the other reference F' (x0) is not necessarily 0 Invalid character '&#x0' encountered asked 16 years, 5 months ago modified 13 years, 7 months ago viewed 32k times

Binary files contain data and each individual byte can be an ascii character, an integer, pointer, etc.

In different tutorials i have seen some write $0 and others write x0 which of them is correct, and if both what's the difference Plus, what would happen if i write into the first register x0? I'm trying to fit a sigmoid curve onto a small set of points, basically generating a probability curve from a set of observations I'm using scipy.optimize.curve_fit, with a slightly modified logis.

To gain full voting privileges, I'm using curve_fit and i'm trying to break down my measurement into 3 gaussians. A whole bunch of current flows through the ground, back to that x0 bond, and into the transformer, this trips the breaker and stops the fault X0 is not x * 0

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It's just a fancy name for a specific value of x, perhaps a starting value in some context

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