For the following set of data, what is the value of the upper quartile? 150, 68, 101, 99, 140, 132, 81, 129, 75 110 136 132 81

We have that
150, 68, 101, 99, 140, 132, 81, 129, 75

step 1
Arrange the numbers of the data set in ascending order
68, 75, 81, 99, 101, 129, 132, 140, 150

step 2
Determine how many numbers are in the dataset
the set has 9 numbers
n=9

step 3
Set up the formula for calculating the upper quartile
the formula is
Q3=(3/4)*[n+1]
Q3=(3/4)*[9+1]> 30/4> 7 1/2

find the value above and below this position in the data set, and find their mean or average
68, 75, 81, 99, 101, 129, 132, 140, 150
{132+140]/2=136

the answer is
136

Siciuenckwk the answer