Hi I had posted this question on march 13 and house data also. mine due date is tomorrow please check these both questions and answer me till tonight. Thank you!

Programming Project 2 - Number Sum Note: When you turn in an assignment to be graded in this class, you are making the claim that you neither gave nor received assistance on the work you turned in (except, of course, assistance from the instructor or teaching assistants). Write a program called Number Sum.java that determines if a number, when properly configured, is modularly divisible by 11,9. or 6 based on the user's input. To find this out you will need to randomly generate or enter a 5-digit number. You can randomly generate each digit independently or the number all at once. Each digit will then be placed into the following formula and to determine if it is modularly divisible by 11,9, or 6. Number Sum Formula: 5d+4d, + 3d + 2de + 1ds = 0 (mod 11 or mod 9 or mod 6) (where d; is the first digit of the number, starting on the left-hand side, d, is the next digit, and so on.) Example 1. if the number was 67439, then you would add up: 5*6 + 4*7 + 3*4 + 2*3 + 19 = 85 % 11 = 8, so not divisible by 11. 5*6 +47+3*4 + 2*3 + 19 = 85 % 9 = 4, so not divisible by 9. 5*6 +4+7+34 +2+3 + 19 = 85% 6 = 1, so not divisible by 6. Example 2, if the number was 03063, then you would add up: 5*0 +4+3 + 3*0 + 26 + 13 = 27 % 11 = 5, so not divisible by 11 5*0 + 4*3 +30 + 2*6 + 13 = 27 % 9 = 0, so is divisible by 9. 5*0 +4+3 + 3*0 + 2*6 + 13 = 27 % 6 = 3. so not divisible by 6. The program will first ask the user if they would like to randomly generate a number or enter it if the user picks the randomly generated number the program will use Math random to randomly generate the digits and will display the 5-digit number to the lyje Page