Problem 44288. Throwing Dice - Will You Be Eaten By The Dragon?

The solution to this problem was stupidly easier than I first thought. Expected value of your own throws is all that really matters here.

The test suite has been updated with additional test cases and a check against a tolerance instead of using isequal()

Is test case 7 generating feasible game conditions?

For example:
x = randi([10 100],1,10) -> generates 10 random numbers between 10 and 100, inclusively, a potential result would be:

x =
85 43 18 92 88 48 35 97 78 100

In test case 7, y=5 (rolling 5 sided die); and if sum of all y-sided dice must equal x (sides of dragon die), then x mod 5 must equal 0, or in general, x mod y = 0. Depending on the nature of the reference solution, this might get overlooked. Simulating test cases allows for the use of an approximation method based on the law of large numbers; however, a simulation would not be possible for conditions requiring fractional dice. As such, I would assume the reference solution is limiting the solution methodology/framework to leveraging probability theory.

Whereas, this still encourages rigorous mathematical reasoning and analysis skills, it discourages the solver from using the power of computational computing to approximate solutions for difficult problems using much simpler mathematical methods, which to me feels like the general purpose behind using MATLAB in the first place.