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100/600 or 1/6

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Q: If you toss a number cube 600 times what is the most probable number of times you will get a 3?

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The most probable value in a set of numbers is the mode.

the value approach the true value

The most frequent number in a sequence is called the 'mode'. For example:1,3,7, 9, 15, 11, 16, 19, 11, 11The mode there would be 11 because that was the number that appeared the most times.

With one toss of a coin, there can be at most 1 head. So the probability of 4 or more heads is very definitely 0.

z = (x - u)/(standard dev)The z score expresses the difference of the experimental result x from the most probable result u as a number of standard deviations. The probability can then be calculated from the cumulative standard normal distribution. ie sigma(z)

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any number multiplied by itself three times is a cube number eg. 3 x 3 x 3 =27 5 x 5 x 5 =125 so 27 is a cube number, so is 125 you can work out if something is a cube number by cube rooting it there is a cube root button on most scientific calculators

4, as in SiF4.

If it's a fair cube, then the probability of a ' 1 ' (or any other number 2 thru 6) onany roll is 1/6 . The most probable result of 120 rolls is 20 1s, 20 2s, 20 3s, 20 4s,20 5s, and 20 6s.That's the most probable. This means that if you do 120 rolls an infinite numberof times, that's the set of results you'll get most often. But it does NOT tell youwhat you WILL get if you do 120 rolls one time.A related comment: If you roll the cube 119 times and a ' 1 ' has never come upyet ... and it's a fair and honest cube ... then the chance of rolling a ' 1 ' on the120th roll is . . . . (wait for it) . . . . 1/6 , just like it was on the first roll. The cubehas no memory, and there's no such thing as "it's due".

It could land on heads any number of times between zero and 150.The most probable result, if the coin is honest and balanced, is 75 times.

You think probable to the number of protons.

The most probable value in a set of numbers is the mode.

more probable most probable

The answer is 216. The list contains the cubes (raised to the third power) of the numbers 1 through 5. The cube of the next number, 6, is 216.

Most of them. 3 for example. Or 5, or 7, 9, 11, ...

"Most of the time" is somewhat problematic, since we are dealing with infinite sets of numbers. But it is tempting to say that. The fact is, any number can be a cube root, since you can cube any number by multiplying it by itself twice. But the cube root of a whole number is always either a whole number or an irrational number. And it is true that if N is any reasonably large whole number (say, 1000 or more), the majority (in fact, at least 99%) of the whole numbers from 1 to N have irrational cube roots.Answer 1No. Most of the time it's an irrational number.

If you have a calculator, it is simplicity itself. But if not, there is no simple way. You can use trial-and-improvement, but even that becomes cumbersome when you have a number with three or more non-zero digits. Numerical methods, like Newton-Raphson will also become very difficult.

Distance depends on the principal quantum number n.