The Global Bell Curve was created in 2008.
The probability of getting the exact shape of the Gaussian bell shaped curve is 0. And that is true even if you use a billion dice. The curve from repeated throws of one die, or many dice will approximate the Gaussian curve and the approximation will get better as the number of trails increases.However, the Gaussian curve extends to infinity in both direction and there is a very small but non-zero probability associated with these extreme values. You will not get an outcome that is infinite!
There is no answer to this question. The greater the number of rolls, the closer you get to the bell-curve. But you will never ever actually reach the bell-curve.
The ISBN of The Global Bell Curve is 978-1-59368-028-2.
Any shape at all - other than a straight line. It could be a smooth curve, or a zigzag or a set of disconnected bits - whatever.
bell shaped
Bell-shaped, unimodal, symmetric
Only in theory.
It is a symmetrical, "bell-shaped" curve. The tails are infinitely long.
the bell curve shape? anonymous
An intrinsic equation is an equation that describes a curve in terms of the relationships within its shape, without reference to its location.
The Bell Jar has 288 pages.
The Global Bell Curve was created in 2008.
The "bell curve" of anything, with the peak of the curve supposedly at a score of 100.
The Global Bell Curve has 380 pages.
It is a symmetric function which is fully described by two parameters. It is called bell shape but I have never seen a bell whose rime is infinitely far away from its apex. The area under the curve is equal to 1.
A bell curve is a graph that depicts a large rounded peak tapering away at each end of normal distribution. A bell curve is a mathematical concept with the curve concentrated in the center.