are we assuming that 'due north' is in the general direction of the hole rather than backwards from the tee?
to answer my own question... i think the 'due' is key here... so yes we are.
are we assuming that 'due north' is in the general direction of the hole rather than backwards from the tee?
Back to workare we assuming that 'due north' is in the general direction of the hole rather than backwards from the tee?
When you say "due north" is that magnetic north?
It the hole was on the exact north pole, I don't think the right angle can be assumed.
Mind, way too cold to play gold at the north pole so clearly not the case.
I like the: While you're building a house which is square with all sides facing south. What colour was the bear that came passing by?
White.
It must come up in all sorts of practical situations where people need a right angle. Groundsmen doing sports pitch marking is one I have experience of... we used to use a long tape measure and do a sort of massive protractors exercise scoring curves in the grass with a peg and then running strings through the intersection points.When at school I was always interested in how applied maths could be used.
My father-in-law is a builder and he has a loop of string exactly 12 metres with finger sized loops [for little ground pegs] spaced 3, 4 & 5 metres apart.
He uses this to build walls that need to be exactly square, he doesn't know who Pythagoras is [he thought he might of played up-front for Greece in the Euros once].
So, unknowingly, Pythagoras therory can be applied in a very practical way without even realising.
When playing golf, I hook my first shot, which lands 200 yards due north of the tee and 210 yards due west of the hole. How far is it from hole to tee?