iv) You are given the dimensions of a cuboidal box (cm*cm*cm) as parameters to a function. The cost of paper($/cm2) is also passed as a parameter. Find the total cost of covering the box using the paper and return it from the function. int findCostToCover(int I, int b, int h, int cost){ // return the cost to cover the box }

f:AB. A = {0, 1, 2}, B F(0) = 1, f(1) = 2, f(2) = 2 1. Is f, as described above, a function? If it is not a function, explain why. 2.If f is a function.Answer the following: a.lsfinjective? If it is not injective, explain why. {0, 1, 2} %3D b.lsf surjective? If it is not surjective, explain why. c.lsf bijective? If it is not bijective, explain why. d.Does f have an inverse? If f has an inverse, what is the domain and codomain of f? Use the name of the sets. Iff does not have an inverse, explain why. For the toolbar, press ALT+F10 (PC) or ALT+FN+F10 (Mac). BIUS Paragraph Arial 10pt x? X, Te Ix 田田田网 ABC - へ Ť {;} O WORDS POWERED BY !!! 田

Add 3 parameters to each function in the code below.  ********************************************* Code starts here ************************************************** Module.py    #Defination to sort the list def sort(listNum):     sortedList = []     #While loop will run until the listNum don't get null     while(len(listNum) != 0 ):         #Set the min as first element in list         min = listNum[0]         #iterate over the list to compare every element with num             for ele in listNum:             #If element is less than min             if ele < min:                 #Then set min as element                 min = ele         #append the sorted element in list         sortedList.append(min)         #Remove the sorted element from the list         listNum.remove(min)         return sortedList #Function to find the sum of all elements in list def SumOfList(listNum):     #Set the sum as zero     sum =0     #Iterate over the list to get every element     for ele in…

Given the code: void e(int x, int y) { if(y<2) { cout << x << " "; return; } cout << x << " "; e(x+1, y-1); } 1. Trace the function when x and y are 4.