# Why Can't Zero Be Negative

Why Can't Zero Be Negative. Absolute zero implies no movement whatsoever. That is, from minus infinity to plus infinity.

Here b x is always positive, which is only possible when base is positive. 0:19 // parts of the logarithm. If a distribution has negative kurtosis, it is said to be platykurtic, which means that it has a flatter peak and thinner tails compared to a normal distribution.

### So The Natural Logarithm Of A Negative Number Is Undefined.

Below is an image of the momentum distribution at negative temperatures of the potassium atoms in the optical lattice. This average of the squared deviations is in fact variance. That is, from minus infinity to plus infinity.

### To Conclude, The Smallest Possible Value Standard Deviation Can Reach Is Zero.

Absolute zero cannot be observed. 0:00 // the argument can’t be negative. Ph meters are better than ph paper, yet you can't just dip a glass ph electrode in the hcl and measure a negative ph.

### That Is A Metric Space, On Its Very First Rule.

This simply means that more data values are located near the mean and less data values are located on the tails. One can admit that zero has no sign. Whenever you think of potential (electrical or gravitational), think of the way we measure coordinates of a point in the cartesian system.

### One Extreme Example Of A Distribution That Has A.

A few examples should make this clear. The base can be less than zero if you allow complex numbers. Therefore variance can't be negative.

### The Values Of F(X) Are Negative Or Positive As Function Has Limited Range.

Velocity can be negative in physics or calculus, such as when an object is in free fall (due to the effects of gravity). That is because of the way the absolute value is defined. The absolute value of a positive number is positive, the absolute value of a negative number is also positive.