Assignment:
Write a simple assembly language program to find the minimum, estimated median value, maximum, sum, and integer average of a list of numbers. Additionally, the program should also find the sum, count, and integer average for the negative numbers. The program should also find the sum, count, and integer average for the numbers that are evenly divisible by 6. Do not change the data types (double-words) as defined below.
Declare the values:
lst dd 4224, -1116, 1542, 1240, 1677, -1635, 2420, 1820, 1246, -333
dd 2315, -215, 2726, 1140, 2565, 2871, 1614, 2418, 2513, 1422
dd -119, 1215, -1525, -712, 1441, -3622, -731, -1729, 1615, 2724
dd 1217, -224, 1580, 1147, 2324, 1425, 1816, 1262, -2718, 1192
dd -1435, 235, 2764, -1615, 1310, 1765, 1954, -967, 1515, 1556
dd 1342, 7321, 1556, 2727, 1227, -1927, 1382, 1465, 3955, 1435
dd -225, -2419, -2534, -1345, 2467, 1615, 1959, 1335, 2856, 2553
dd -1035, 1833, 1464, 1915, -1810, 1465, 1554, -267, 1615, 1656
dd 2192, -825, 1925, 2312, 1725, -2517, 1498, -677, 1475, 2034
dd 1223, 1883, -1173, 1350, 2415, -335, 1125, 1118, 1713, 3025
length dd 100
lstMin dd 0
estMed dd 0
lstMax dd 0
lstSum dd 0
lstAve dd 0
negCnt dd 0
negSum dd 0
negAve dd 0
sixCnt dd 0
sixSum dd 0
sixAve dd 0
You may declare additional variables if needed. All data is signed. As such, the IDIV/IMUL would be used (not DIV/MUL). The JG/JGE/JL/JLE must be used (as they are for signed data).
Since the list is not sorted, we will estimate the median value. Since the list length is even, the estimated median will be computed by summing the first, last, and two middle values and then dividing by 4.
Note 1, no template is provided. Create the program source file based on the previous assignments. Note 2, no debugger input file is provided. Create the debugger input file based on the previous assignments. This is useful for testing and debugging, but will not be submitted.