Select from the drop-down menus to correctly complete the statement.
The distribution of data is?
A. approximately normal B. skewed left C. skewed right D. Uniform
with a median of?
a.1 b.2 c.3 d.4
and a range of ?
a.0 b. 2 c. 6 d. 7
I believe it is....
The distribution of the data is skewed left, with a median of 4, and range of 6.
Chart:
5 dots over zero, 8 dots over one, 4 dots over 2, 4 dots over three, 3 dots over four, 2 dots over five, 1 dot over six, 1 dot over seven, 0 dots over eight
Chart:
5 dots over zero, 8 dots over one, 4 dots over 2, 4 dots over three, 3 dots over four, 2 dots over five, 1 dot over six, 1 dot over seven, 0 dots over eight
Never mind I think it is:
The distribution of the data is skewed RIGHT, with a median of 1, and range of 7.
Am I correct? Please help!
To correctly complete the statement, we need to analyze the given information and make some observations. Let's start with the distribution of data.
Looking at the chart, we can see that there are more dots on the left side of the distribution, indicating that it is skewed left. Therefore, we can eliminate options A (approximately normal), C (skewed right), and D (uniform).
Next, we need to determine the median of the data. The median is the middle value when the data is arranged in ascending order. Since we don't have the actual data points, we can refer to the chart to make an estimation. By counting the dots, we can see that there are 3 dots above the number 4. This means that the middle value is around the number 4. Therefore, the median is 4.
Lastly, we have to find the range of the data. The range is calculated by subtracting the smallest value from the largest value. Again, referring to the chart, we can see that the dots cover the numbers 0 to 7. So, the smallest value is 0 and the largest value is 7. Therefore, the range is 7 - 0 = 7.
In summary, the correct completion of the statement is: "The distribution of the data is skewed left, with a median of 4, and a range of 7."
I won't give the answer because the teacher will just remove it so, here is how to solve! :-)
If the data is literally sloped or uniform, that's the answer!
For the range, just take the least greatest number and subtract that from the greatest to find range.
Median? Easy! Just find the one in the middle. On a side note, I think the tutors aren't responding because of your username, "not important"! :-( Ya' might want to change that :) Hope this helps!