MINIMUM
You would use the MIN function. Say your list of scores were in the cells B2 to B40, then in a cell you would type: =MIN(B2:B40) You could also use the SMALL function as follows, but it is more for finding things like the second lowest or third lowest etc. In this case the 1 specifies to find the lowest: =SMALL(B2:B40,1)
SAT scores are interpreted on the highest to the lowest. The higher the score the better you have done. If your score is low, it means that you did very poorly.
Negative $2800 is the lowest winning score in Jeopardy history.
Let the scores be x: 2x+x+3x = 132 or 6x =132 and so x = 22 Therefore score of 2nd student is 22 because 44+22+66 = 132
The highest and lowest scores in a gymnastics competition are thrown out so that the average scores are what is counted across the board. This both helps and harms the gymnast if they have an extreme score either way.
If one team scores a Safety and that is the only score in the game, then they win 2-0.
The highest and lowest judge scores are removed, and the remaining are averaged to get the final score. The scores that are removed are dimmed / blue.
When you have all three credit scores pulled, most creditors look at the middle score. If you have onloy two credit scores pulled, they will use the lowest one.
By awarding credit or an exemption for a passing score
It is 1.281551
If the student loan is taken out in the name of the student then no. The student's credit score is separate from anyone else's. If the student loan is taken out in the name of the parent or with them as cosigner then yes - their credit scores would come into play.
To interpret percentile ranking you must know the percentage of the group. Arrange the scores from the highest to the lowest. Compute the percentage of people with scores below 23%, and compute the percentage of people with scores at 23%. Add the percentage of people with scores below the score to one half the percentage of people with scores at the score to obtain the percentile rank. e.g If there were 20 children with varying scores, and 23% was the only score obtained by a student; then one score is (1/20) of the class, or 5%. 2 children scored lower than 23%; so (2/20) of the scores is below 23. The child with 23% will receive a percentile rank of 2+(half of 5)=4.5%. Brenda