Statistics

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The mode of 61891620510 is: 1

This is the number that appears most frequently, as is shown by the table of frequencies seen below:

0 = 2

1 = 3

2 = 1

5 = 1

6 = 2

8 = 1

9 = 1

the mean is the average of the values of a population. the mean of 2, 8, 11 would be 7 while the median (equal numbers of values above and below) would be 8

59! / 54!

= 59 * 58 * 57 * 56 * 55

= 600766320

1+1 lowest, 6+6 highest so 12 - 2 = 10

705,972,356,778,688,111

Representative generalization supported on page 338; last para

one part of it goes on your x axis and the other part geose on your y axis

20!/(18!*2!) * (1/2)^20 = 190/1048576 = 0.000181198...

So less than 1 in 5000.

The mode is the mathematical term for the value which appears most frequently. Depending which axis (X or Y) you are trying to find the mode of, the correct answer is the number that appears most frequently along any vertical line or horizontal line (respectively)

Yes.

Well think about it this way: If you were having an all you can eat buffet, you'd eat as much as you could until you had no room left. It's pretty much the same, there's a limit, but one which is only reachable if you overuse the opportunity.

The truth is that alot of things come into play, how good of a swimmer are you, how is the weather, are you familiar with the lake and a host of other things but because this is kind of a binomial distribution of probability that means it has two outcomes, you drowned or you do not. So the chance is, statistically speaking, 50-50

The 4 is in the thousands column, so it is worth 4 x 1000 = four thousand.

pi * 225/4

Radius is 15/2

pi r2 = pi * (15/2)2 = pi * 225/4

ther usually arent numbers on leafs look on jerseys 4 numbers

The Entefactory 5 Pin Code is 51846 that is the Pin code for Enfactory try it !!

3 out of 36 possible rolls (1 & 3, 2 & 2, 3 & 1), so 3/36, or 1 out of 12.

11

a cuboid has 6 faces, 8 vertices, and 12 edges

Yes.

1 out of 16

There are 4*6*2 = 48 combinations.

Thie above number does not include additional combinations that can be obtained from mismatched knee pads.

Sometimes you do, sometimes you don't. It depends on the context.

I'm not certain that I understand, but I believe you are talking about missing data. That is not necessarily a big problem, unless you have a lot of missing data. Just graph the data you have, and if you have enough of the right data, you may see a pattern. Again, I may not understand, but it seems that having an X with no Y would mean data was not evident for that value of X. But no X for a given Y? That could be a problem with methodology. It all depends on the experimental design.