Draw your Flowchart using Flowgorithm for the following pseudocode    MODULE main()  DECLARE ArrayOfName[1:20] OF STRING  FOR index = 0 to 20 STEP +1  OUTPUT ("Enter Name : ")  INPUT ArrayOfName[i]  ENDFOR  CALL: bubbleSort(ArrayOfName,20)  FOR index = 0 to 20 STEP +1  OUTPUT ArrayOfName[i]  ENDFOR END MODULE

Given the following pseudocode: function fun(n) { var outer_count=0; var inner_count=0; var sum = 0; for (var i=0; i 0, as an expression of normal arithmetic and n, what is the value of outer_count that counts the number of times the outer loop executes? Enter an expression Fun.1.inner: Assuming n EN and n > 0, as an expression of normal arithmetic and n, what is the value of inner_count that counts the number of times the inner loop executes? Enter an expression

You can Use C++ programming, Windows Programming, Java, or Ptyhon to solve it The following table contains quarterly sales figures for five (5) departments:   Quarter 1 Quarter 2 Quarter 3 Quarter 4 Total Department 1 750 660 910 800   Department 2 800 700 950 900   Department 3 700 600 750 600   Department 4 850 800 1000 950   Department 5 900 800 960 980   Total           Design and write a Windows program/module named SalesAnalysis that will: Declare a two-dimensional integer array named sales – (Note: you have 6 rows and 5 columns) - that will hold the 4 quarterly sales for 5 departments Populate the first four columns for the 5 departments using the data in the preceding table. Contain a loop to compute and populate the total column. Store each department’s total in the array as it is being computed. Contain a loop to compute and populate the total row. Store each quarter’s total in the array as it is…

3. Write a program to obtain inverse matrix by entering a 3*3 matrix from the user.(using visual studio) output screen Enter the first line : 00 00 00 Enter the secon line : 00 00 00 Enter the third line : 00 00 00 entered matrix 00 00 00 00 00 00 00 00 00 inverse matrix is 00 00 00 00 00 00 00 00 00

In Python, Compose a program that takes two inputs m and n and produces an m-by-n boolean array where each element is a ".".

The code box below defines a variable route as a list of directions to navigate a maze. Each instruction is one of the following four basic commands: higher move one step in the positive y direction • lower. move one step in the negative y direction • left: move one step in the negative x direction • right: move one step in the positive x direction Define a function step that takes two arguments, a location (as a tuple of x and y coordinates) and an instruction (higher, lower, left, right) as a string. Given the provided location, it should return the new location (as a tuple of x and y coordinates) when following the specified instruction. If the instruction is invalid, the old location should be returned. Use the function step to determine the final position when starting from the point (0, -4) and following all instructions in the list route. Assign this final position to the variable final_point.