The frequency distribution usually refers to empirical measurement and there is no formula for finding it. You simply count the number of times an observation falls within a given range.
It SHOULD be counted. The median is the number halfway between 2 and 3 ie 2.5 and the range is 5.
36*.42=
No. By definition, 20% is equal to 0.2. Multiplying a number by 0.2 is not equal to dividing it by four. Finding 25% of a number is equal to dividing that number by 4. Finding 20% of a number is equal to dividing that number by 5.
maximum number-minimum number = range
When finding the range of a set of data, you take the greatest number and subtract the lowest number from it. That's your range! EX: 2,4,5,8,9,13 13-2= 11 11 is your range. Note: The range doesn't have to be a number in the data.
Range is finding the difference in the highest number and the lowest number in a set of numbers
Mean means (hahah...get it?) finding an average of a number. You can find an average by adding up all of the numbers and then dividing it by how many numbers you added up. To get a Range, you must subtract the smallest number from the biggest number and you will get the range of the two numbers. Hope this helps!
The frequency distribution usually refers to empirical measurement and there is no formula for finding it. You simply count the number of times an observation falls within a given range.
Yes.
it about finding the possible risk
When you subtract the highest data point from the lowest data point, you are finding the range of the data set. Range provides a measure of how spread out the values in the data set are.
What sort of range-distance of an object, range of a plane, range of possible values, are all possible.
It SHOULD be counted. The median is the number halfway between 2 and 3 ie 2.5 and the range is 5.
You take the smallest number in of data and subtract it from the biggest number. For example in 34, 41, 37, 29, and 34 the biggest number is 41 and the smallest number is 29, so you do 41-29 which is 12. Your range is 12.
it about finding the possible risk
ddd