First let's calculate the median of the values, putting them in crescent order:
Since we have 19 numbers, the median is the 10th number, which is 92.
a)
The second quartile is equivalent to the median, so we have Q2 = 92
b)
The first quartile is the middle number between the smallest number and the median, so it is the average of the 5th and 6th numbers, so we have Q1 = (86+87)/2 = 86.5
c)
The third quartile is the middle number between the median and the greatest number, so it is the average between the 14th and 15th numbers, so we have Q3 = (98 + 99)/2 = 98.5