Want this question answered?
None, one or five.None, one or five.None, one or five.None, one or five.
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!
Rolling a die once will give one point. A single point does not even define a line, let alone a curve!
It can have none, one or two pairs.
None. It takes 20 nickels (each is five cents) to make one dollar (US)
directional selection
Take my advice, don't get the bell curve in performance appraisals. It is one of the biggest blunders of the century and needs to stop now. I assume you really are not aware of statistics when you asked that question. The bell curve will do more harm than good in your hand. So leave it and try the 5 point system.
None, one or five.None, one or five.None, one or five.None, one or five.
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!
directional selection
None of them.
Rolling a die once will give one point. A single point does not even define a line, let alone a curve!
none in st.john's so doudtfull there will be one in the outports
Directional Selection.
6
I'm not sure what "stabilizing directional" selection is, but if you get out a bell curve graph... Stabilizing selection tends to select for individuals around the average, or mean, of a population, which technically makes the curve steeper. Directional selection shifts the average in one direction (shifts the whole curve in one direction). Disruptive selection creates two new averages, which means it splits the one curve into two, smaller, separate curves.
one * * * * * It can have none, one or five.