Hi Tra'von,
Five-Number Summary means minimum, first quartile, median, third quartile, and maximum. First step is to list all values in numerical order from smallest to largest. So:
4,6,7,37,41,46,54,58,79,93
Minimum is 4. That's your first number. First quartile equates to 25th percentile, so take:
0.25*n, where n is total sample size
n=10
0.25*n=2.5
Now, you want the value at position 2.5, which technically doesn't exist, so we take the average of the values at positions 2 and 3, which is:
(6+7)/2=6.5
That's the first quartile. Now, the median is the value directly in the middle. In a ten-point set, this is the value between positions 5 and 6. Again, we take the average of those two positions:
(41+46)/2=43.5
That's the median. Now, formula for the third quartile is similar to that for first quartile. Third quartile equates to 75th percentile, so:
0.75*n; n=sample size=10
0.75*n=7.5
Again, we now take the average of positions 7 and 8:
(54+58)/2=56
That's the third quartile. The maximum is simply the highest value in the dataset, 93.
Five Number Summary: 4, 6.5, 43.5, 56, 93
I hope this helps.

Mark M.
First quartile is the (n + 1)/4 term.11/27/23