Since I've posted everything about Kingdom Rush I wanted to in the forums, I have decided to bring some arithmetic and probability to you guys. Pretty sure most of you guys here are math nerds (but I could always be wrong).
Anyways, I have received new stat information about the Golden Longbow's Crimson Sentence percentage chance. I updated the wiki with this information a while back, but if you haven't seen it yet, here it is:
There's a
3/6/9% chance for each Golden Longbow attack to instakill an enemy. However, if the enemy is in
short range, than the percentage is
halved (1.5/3/4.5%). Also, don't forget that in short-range, the Golden Longbow's attack speed doubles.
For this problem, let's assume that Crimson Sentence is
fully upgraded. Calculate the probability that at least one of two short-range attacks will instakill the targeted enemy, and based on the value, determine if it is better for a Golden Longbow to shoot long-range for Crimson Sentence than shooting short-range.
As you can tell, I am obsessed with numbers.
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