I can't seem to figure this problem out. If somebody could explain to me how to get the answer I would appreciate it.
GOLF DISTANCE FINDER: A device used in golf to estimate the distance d, in yards, to a hole measures the size s, in inches, that the 7-ft pin appears to be in a viewfinder. Express the distance d as a function of s.
As far as I can tell what I get out of this problem is we have the base of a triangle d (the base would be 1/3d if you put it in relation to feet) and a leg of the triangle 7 feet (or 84 inches) so 7^2+d^2=C^2. Also acording to the picture in the book, the vertex of the triangle is at the eye. The device is exactly 6 inches from the eye where the flag fills the view finder.
What I dont understand is where in the heck the six inches away from the face came from. Is that the size of the 7 foot flagpole at d or what?
The answer is d(s)=14/s someone please explain, or atleast tell me that the creator of my precalculus book is a retard. It would make me feel better.
GOLF DISTANCE FINDER: A device used in golf to estimate the distance d, in yards, to a hole measures the size s, in inches, that the 7-ft pin appears to be in a viewfinder. Express the distance d as a function of s.
As far as I can tell what I get out of this problem is we have the base of a triangle d (the base would be 1/3d if you put it in relation to feet) and a leg of the triangle 7 feet (or 84 inches) so 7^2+d^2=C^2. Also acording to the picture in the book, the vertex of the triangle is at the eye. The device is exactly 6 inches from the eye where the flag fills the view finder.
What I dont understand is where in the heck the six inches away from the face came from. Is that the size of the 7 foot flagpole at d or what?
The answer is d(s)=14/s someone please explain, or atleast tell me that the creator of my precalculus book is a retard. It would make me feel better.