MUST BE PRESENTABLE:

in a given function g(x) = hcos(x^2)+jx+(-ke^x)+5.02

for g(x) =0 ,when h=2, j=3, k=4

define func with 5 parameters (h,j,k,x)

in one plt.plot line plot without assignation of arrays (do not define N prior to plot)

reverse N for grid sampling when searching for solutions

error @ eps=10^-3

start by identifying where g crosses zero in the whole interval (beg,end)

for each interval found, apply a finer N grid and where the solutions is now smaller

make a while loop to repeat the previous step and find smaller intervals where the solution is

while loop stops when solution is acceptable from all interation mentioned earlier and doesnt differ from the solution in the current interation by more than esp

before the last value, recall next interation

print commands in the loops to check and use N not as frequently to minimize the code duration

print out the answer

Thank you