A riddle for you, my massassian cohorts:
You have two ropes, and a book of matches. Each rope is unique, sharing one property: They both take one hour to burn, from one end to the other. The speed the fire travels down the rope varies however, each rope changes thickness, density, and toughness at multiple points. It is impossible to predict how fast the flame will be travelling at any given point on the rope.
You need to figure out how to time exactly 45 minutes given only your materials.
Go.
I'll be checking back often, giving hints and validating responses when needed.
You have two ropes, and a book of matches. Each rope is unique, sharing one property: They both take one hour to burn, from one end to the other. The speed the fire travels down the rope varies however, each rope changes thickness, density, and toughness at multiple points. It is impossible to predict how fast the flame will be travelling at any given point on the rope.
You need to figure out how to time exactly 45 minutes given only your materials.
Go.
I'll be checking back often, giving hints and validating responses when needed.