frusciante
New member
- Joined
- Jul 24, 2016
- Messages
- 4
Regarding n points placed within/outside of a circle, and point Q on the periphery.
I have been looking at this problem for hours! If anyone could comment on how to proceed I'd be very grateful.
"Given a circle with radius 1 and n=>1 points (P1, P2, ... Pn), Show that a point Q can be placed on the circle periphery such that QP1 + QP2 + ... + QPn => n".
If it helps, here is an illustration;
https://gyazo.com/a57296cc51eee19b986bc647c5f08507
I have been looking at this problem for hours! If anyone could comment on how to proceed I'd be very grateful.
"Given a circle with radius 1 and n=>1 points (P1, P2, ... Pn), Show that a point Q can be placed on the circle periphery such that QP1 + QP2 + ... + QPn => n".
If it helps, here is an illustration;
https://gyazo.com/a57296cc51eee19b986bc647c5f08507
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