Week $14$ Lab

For this assignment, there is a list with a bunch of words in it$.$ Your goal is to find the value of each word by adding its letter values together, then determine whether or not the value of that word is a triangular number.

For example, aaron $=1+1+18+15+14=49$

$49$ is not a triangular number, so you wouldn't count that one.

Your program should print how many words have a value that's a triangular number, but don't just print the number, include a sentence that describes what the number is$.$

I will use a different word list to grade your program, the formatting will be the same, but the number of words will be different. To make sure your program works right when I grade it$,$ name the file WordList.txt

A number is triangular if it's the number of dots in a triangle pattern, the first triangular number is $1,$ then we can add a row of two dots to make the triangle bigger, so $3$ is a triangular number. We can add another three dots to make the triangle bigger still, so $6$ is a triangular number. We can repeat this process to generate an infinite number of triangle numbers. An equation that generates all triangular numbers for any natural number $n$ is $\frac{n(n+1)}{2}.$