+8 Hi!! I am having a little trouble with the following question. Could someone help me out?
ABCDEFGHI is a regular nonagon with side length 1. Let M be the midpoint of ¯EF. J is a point outside the nonagon such that AJ=2 and ¯AJ⊥¯AM. Find all possible values of the product
AJ⋅BJ⋅CJ⋅DJ⋅EJ⋅FJ⋅GJ⋅HJ⋅IJ
Thanks!
+8 Turns out there was an error in the question, the nonagon should be inscribed in a circle of radius 1 instead of having a side length of 1. I'm still not sure how to solve it though.
+8 Turns out there was an error in the question, the nonagon should be inscribed in a circle of radius 1 instead of having a side length of 1. Also, AJ=1. I'm still not sure how to solve it though.
