It is assumed that by "shape" you mean "area".
The quick answer is yes, probably. The "Bell curve" is called a Gaussian function (see related link). The area under a Gaussian is not necessarily 1; it can be anything.
However, if you're talking about probability, where the probability distribution is in the same of a Gaussian, then the area under the curve must be exactly 1. This isn't however, because it is a bell curve, but because it's a probability distribution.
The area under any probability distribution must always be exactly 1, or it isn't a valid distribution.
The proper term for the total area under any curve f(x) is the integral from negative infinity to infinity of f(x) dx
bell shaped
Only in theory.
the bell curve shape? anonymous
The "bell curve" of anything, with the peak of the curve supposedly at a score of 100.
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.
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.
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
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.