It will be seven, the most likely score when throwing two normal dice. This is because there more combinations possible for seven than any other score. For example, scoring a total of 12 or 2 are the least likely as only one combination will give these, two 1's or two sixes, out of the 36 possible combinations. There are six ways of achieving 7 though, so six chances in 36, or a 1 in 6 chance. The cards don't really come into the problem, maybe this is a red herring.
Add all the numbers and divide it by however many numbers you added, then that's how you get the missing number to help you complete the mean.
Strictly speaking - no, as 2468 is less than 10,000. But - if it's had a leading zero added (as in this example) then it can be classed as five-digits.
Apparently the mean score is 100, and the standard deviation is 15. This means that 67% of the population will score between 85 and 115. Higher scores are better. The company selling the midyis system will give, as well as scores, predictions of what the child should be able to achieve at GCSE level. Schools can then use this to a) track a child's progress compared with their theoretical capability predicted by the test, and b) to see if they have "added value" by raising the child to achieve more (or less) than predicted.
I don't see how this can be done, because when any two odd numbers are added together, the sum is even. If the first two cups each have an odd number the remainder will be 10 - (an even number). Any even number - an even number will equal an even number. Therefore this is not possible.
A mathematical mean is the average of a group of numbers. To find it, you add all of the numbers you're being asked to find the mean for and then divide by the number of numbers you added. In other words, the average.* * * * *There are other means which are useful in other circumstances. The two common ones are the geometric mean and the harmonic mean.The geometric mean, for a group of n positive numbers is the nth root of the product of the numbers.So, G(4,6,9) = cuberoot(4*6*9) =cuberoot(216) = 6The geometric mean is useful with numbers that are used as multipliers, such as growth rates.The harmonic mean of n numbers x1, x2, x3 ,... xn is the number H such thatn/H = 1/x1 + 1/x2 + 1/x3 + ... + 1/xnThe harmonic mean is useful when the average of rates is desired. For example, if you travel k miles at x mph and another k miles at y mph, your average speed would be H(x,y).Mean is another name for 'average'. Here you add up the scores and divide this new number by how many scores there are.in notation this is (Sigma (xf-xi)) / x
You would add all the numbers or scores out and then divide by how many scores you added.
mean and median scores. mean is an average of all the scores added together divided by the number of entries. median is the number found in the middle, when catogorized from least or greatest or vice versa. it doesnt matter which way its sorted. the middle number's still the same.
scores added together round by round
If the batter who executes the sacrifice bunt is thrown out, 1/3 of an inning is added to a pitcher's innings pitched total. If a run scores on the play that would be added also. The sacrifice does not count for the pitcher's opposing batting average. Generally, the statistics are kept only for offense.
88
It means that some number is having 14 added to it. The sum of 3 and 14, for example is 3 + 14.
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The prefix "mis-" can be added to the word "throw" to form the word "misthrown."
In boxing, depending on the category, several rounds are fought. The judges of the match assign a score to each boxer depending on how well they performed each round, which accumulate with the score from the previous rounds. If all rounds are fought (there wasn't a win by K.O.) the winner is decided by the player who got the highest score according the judges, this is called a count back.
There were 13 dwarves. Bilbo was added to the party to make it 14 and avoid having an unlucky number.
One is added.
Another number added to a number is the sum (total) of the two numbers.