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Given an ABCD.EFGH cube whose its side length is 8 cm. The point P is within AB so that AP = 3PH. The distance between P to AC is ...
A. $$2\sqrt3$$ cm
B. $$3\sqrt3$$ cm
C. $$2\sqrt6$$ cm
D. $$3\sqrt6$$ cm
E. $$4\sqrt6$$ cm
So AH is $$8\sqrt2$$ cm and PH = $$6\sqrt2$$. What do I do now? Is the triangle HPC a right triangle?
A. $$2\sqrt3$$ cm
B. $$3\sqrt3$$ cm
C. $$2\sqrt6$$ cm
D. $$3\sqrt6$$ cm
E. $$4\sqrt6$$ cm
So AH is $$8\sqrt2$$ cm and PH = $$6\sqrt2$$. What do I do now? Is the triangle HPC a right triangle?