Lab Concepts:

Using Arrays$[]$

accessing elements in an Array$[]$

looping through $($or processing$)$ an Array$[]$

passing command line arguments to our Java programing

Level $7$ of our game $($changes we are making to our game$)$:

Input mercenary names from command line

change our loop control variable from sentinel controlled loop to process all items in an array$[]$

Run our program from the command line

Level $7$ of our game $($changes we are making to our game$)$:

Instead of taking input for each mercenary name, we pass in our troop list as a command line arguments

Update our loop from a sentinel controlled loop $-->$ to a loop that processes each element in our String args$[]$ array until there are no more troop names to process

pseudocode $($changes in blue$)$

start main$($Strings args$[])$

set militia $=0$

set totSalaries $=0$

loop start:

while names in args$[]$

get input for $+$ name $+$ base salary variable

Select

if mercenary name $=$ Kalinga $($can used name constant or literal constant, comment in your code which constant type you are using$)$ then shackle and imprison,

else continue to add mercenary to militia

set militia $=$ militia $+1$

set totSalaries $=$ totSalaries $+$salary

max$\_$percent $=$ calc$\_$max$\_$percent$($salary$)$

percent $=$ simulate$\_$neg$\_$percent$($max$\_$percent$)$

neg$\_$salary $=$ calc$\_$neg$\_$salary$($salary$,$ percent$)$

output your mercenary name and your contract values salary, negotiated salary and $\%$ loot.

input number of months in battle

input Solidus loot value

input side a value of triangulated territory border to conquer

input side b value of triangulated territory border to conquer

input side c value of triangulated territory border to conquer

solidus$\_$pay $=$ calc$\_$pay$($neg$\_$salary, months, percent, loot$)$

calc$\_$display$\_$solidus$\_$diff$($neg$\_$salary, salary, months, percent, loot$)$

angle$\_$A $=$ calc$\_$angle$($sidea$,$ sideb, sidec$)$

angle$\_$b $=$ calc$\_$angle$($sideb$,$ sidea, sidec$)$

angle$\_$c $=$ calc$\_$angle$($sidec$,$ sidea, sideb$)$

Output formatted to $2$ decimal places side a$,$ side b$,$ side c$,$ and angle A$,$ angle B$,$ Angle C

end loop

Output battle cry, size of militia and total salaries committed by the empire for battle!

Output "UUKHAI!"

end main$()$

$/*******$ method definitions $*********/$

outside main$()\{\}$ but in class $\{\}$

double calc$\_$max$\_$percent$($s$)$

$$s $0-500$ max$\_$percent $=20$

$$s $501-1000$ max$\_$percent $=25$

$$s $1001-2000$ max$\_$percent $=50$

$$s $2001-3000$ max$\_$percent $=75$

s $3000$ max$\_$percent $=100$

return max$\_$percent

double simulate$\_$neg$\_$percent$($max$\_$percent$)$

return random number from range between $0-$ max$\_$percent

double calc$\_$neg$\_$salary$($salary$,$ percent$)$

return salary $-$ salary $*$ percent

double calc$\_$pay$($neg$\_$salary, months, percent, loot$)$

return neg$\_$salary x months $+$ loot x percent

void calc$\_$display$\_$solidus$\_$diff$($neg$\_$salary, salary, months, percent, loot$)$

$$ Calculate mercenary pay if was $100\%$ salary and $0\%$ loot

Calculate mercenary pay if $0$ salary and $100\%$ loot

Calculate difference between mercenary pay and $100\%$ salary

Calculate difference between mercenary pay and $100\%$ loot

$$ Output formatted to $3$ decimal places mercenary actual pay in Solidus, what it would have been if $100\%$ salary, and the difference

Output formatted to $3$ decimal places mercenary actual pay in Solidus, what it would have been if $100\%$ loot, and the difference

double calc$\_$angle$($a$,$b$,$c$)$

$$Calculate angle territory border

return angle