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8_ Find the median and the mode of the set of data: 98.6,102, 101,98.6,98.5,98.6,99.0,98.6,97.3,97.1...

Question

8_ Find the median and the mode of the set of data: 98.6,102, 101,98.6,98.5,98.6,99.0,98.6,97.3,97.1

8_ Find the median and the mode of the set of data: 98.6,102, 101,98.6,98.5,98.6,99.0,98.6,97.3,97.1



Answers

Find the mean, median, and mode of the data set 8 2 7 2 6

So here we are asked to find the mean median and mode of the data set 8 to 7265 So first, let's find the You mean it was just X bar is equal to X. I over in or in is just the number in your dataset. So in this case, that would be six. And exercise your data points, so we're not We're going to add eight plus two plus seven plus two plus six plus five. And divide that by six. Well, give us a mean out of five. Next, we want to find the median, which is going to be the middle number. So you have to list in an order from greatest to smallest. We have 876522 Okay, and then here. Okay, so we have two numbers in the middle when you do that. So you would just take the average between those two, um, so six plus five divided by two. This will give us a median of 5.5, and then mode is just the most or the most frequent data point in the set. So it's a good way to think of it. Listing on our data points again. You can see that the only one that repeats is too. So our mode will be too, because that occurs most frequently in our set.

So in this problem, we are asked to find the main median and mode of this data set. Mhm. So first, let's find the main. So the main we'll just call expert is equal to the son of X I over n where n is the number of data points in your dataset next size each individual data point, We're going to add the excise together over in. So this would just be eight plus two plus seven plus two plus six divided by five, which will give us a mean of five and then the median. The first thing that we need to do is order them from least to greatest. There will be two to 678 and then we can find which point is in the middle. So where median value will be six. And as you can see, because this is an odd number of data points, the median will be in the data set and then for part C, we want to find the most. And as we can see from our data, um, the mode is just the most frequent number, and we can see that that is to for the status set

So in this problem, we are asked to find the mean median and mode of the status off a through seven, 26 and five. So the mean it's just X bar, which is you go to the sun of X. I over N um where n is the number of data points that we have in our set and excise Each individual data points some together, So this would just be eight plus two plus seven plus two plus six plus five divided by six. So in this case, are immune value would end up being 30/6. It will give us a man of five. And then now we want to find the median, which is the middle value in our data set. So to do this, we want to order them from least to greatest 52 to 5, 67 and eight, and then we can see because this is an even number. Are, um, are medium will not be a number in the data salt. So you have to values in the middle like this, you just add them together. So it's five plus six. I've been divided by two. So in this case, our median will be 5.5 and then sees our mode. And this is the most frequently occurring value. And we can see in our data that, too, is the only value that re occurs. Story mode for this data set will be too mhm. Mhm, yeah.


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