Reference no: EM13753196

Write a mobile app (using TouchDevelop) that calculates the sum (which computes e×) of n + 1 terms as

sum = 1 + x/ 1! + /2! + / 3! + /4! + ...

Values x and n should be read (prompted to enter). Calculate each sequential term base on the previous one to get the best calculation performance (so, the next one = the previous term * (x / i) where i the current control variable - index). Don't use the math function. Use only one loop. The output should be in the table format as follows (remember to use the reverse wall order shown in class):

x = ?, n = ?

iteration # termValue sum
...
Example:

x = 1, n = 2

iteration # termValue sum

1 1 2

2 0.5 2.5

e× = 2.71828..., where x = 1

Each row corresponds to values in each iteration except the last row which should give the final result in the text box (see p.38 ch3 of our text [3] and also the last exercise in class). A very last line of the output should give the return value of e× from the formula exp(x : Number) : Number (see p.186 of our text).

Test for x = 1, n = 5 and n = 10 - the expected result should be better for n = 10 and you will expect the sum around 2.71828.... Next test for x = 2, n = 5, and n = 10.

Create a 2nd loop the sum s until the sequential term is less than accuracy. Prompt for the accuracy value. Test for accuracy 0.01, 0.001 and 0.0001. Provide a flowchart.

screenshots of at least four (4) sets of sample inputs (test cases). This time a flowchart is treated.