Using the flowchart technique, make an algoritm that solves the next problem:

We want to determine the values of an arithmayic progression, knowing the initial value, the total of elements and the increment.

We also want to determine the accumulated total of the elements in the series; in other words, the sum of the elements.

Observations:

$1.$ If you do not know about the series of arithmetic progression, look for the necessary

information to be able to develop the algorithm.

$2.$ You cannot use the formulas associated with the series that you find in the search for

information. It is required to design the necessary steps to obtain each element of the

series without using the formula. The same applies to the sum of the elements of the

series.

$3.$ Identify what is requested $($output$)$ and the necessary input values.

$4.$ The algorithm must be generic, that is$,$ it must work for any initial value, increment

and the total of elements of the series.

$5.$ It must be detailed.

$6.$ Run the algorithm step by step $($by hand or using an application like Flowgorithm$)$

To confirm that it produces the desired results.

The algorithm has to be delivered in the form of a flowchart. You can make the flowchart by

hand, you don't have to use the Flowgorithm program.