Six frogs, three red and three green are sitting on seven lilly pads, like, this: RRR_GGG
, where the _
denotes a lilypad without a frog on it. They want to arrange themselves like GGG_RRR
.
There are two operations that the frogs might perform.
GG_GRRR
.GGRG_RR
.Using these two operations can they reach the target configuration they want? What is the minimum number of steps that would take? What if there were frogs instead of 3 frogs?
This problem is a part of Tessellate S.T.E.M.S.
Easy Math Editor
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