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W.A.S.S to display all the files in a specified directory in the following format:File size in K Date Protection OwnerProgramecho -e "Enter dir : \c"read dircls -al $dirc > list.tmpwc -l list.tmp > rec.tmpnorec=`awk '{print $1}' rec.tmp`echo "REC=$norec"count=2echo "FILE SIZE IN K DATE PROTECTION OWNER " > list2.tmpecho "---------------------------------------------------" >> list2.tmpwhile [ $count -le $norec ]do head -$count list.tmp > list1.tmp tail -1 list1.tmp | awk '{printf "%-20s %-10d %15s %-15s %5s\n",$8,$5,$6,$1,$3}' >> list2.tmp count=`expr $count + 1` donecat list2.tmp OUTPUT $ sh e6vax.shEnter dir : tmpREC=7FILE SIZE IN K DATE PROTECTION OWNER-----------------------------------------------------------------------------. 1024 2006-11-10 drwxr-xr-x linux.. 1024 2006-11-10 drwxr-xr-x linuxshv 0 2006-11-10 -rw-r--r-- linuxj2me 0 2006-11-10 -rw-r--r-- linuxanaconda 14 2006-11-10 -rw-r--r-- linuxtemp1 1024 2006-11-10 drwxr-xr-x linux
I need an efficient and fast reverse engineer with good knowledge of assembly x86 language, strong reverse engineering skills, IDA Pro (Hex-Rays) to Linux game routine, C, C++ prog
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Task .Task 1 Database design This task will allow you to demonstrate the following Learning Outcomes (LOs): LO 2. Justify the design and development of the application and critica
You are to Use ASCII operations to design an IA-32 assembly language program which will do addition and subtraction on positive integers of any length represented in characters. T
Question 1: a) Assume that B is an array of 50 words; write a code which will place the smallest integer of array B in register AX. b) Write a small code (only three instr
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Input to be in the form of a string of less than 256 characters. Assume that this character string (record) can only be of the form: Last Name, First Name, Box number, City, St
specify the function of the instruction and also specify whether its right or wrong-: (5) 1) MOV [BX],AX? Register Indirect addressing 2) MOV CX,[BX+DI]?Base plus index add
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We now require starting looking into finding a particular solution for n th order differential equations. The two ways which we'll be looking at are similar as those which we look
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