Hey, talked to a few arbourists (tree choppers/ trimmers) to top a bit off of our front tree as it almost went over the last windstorm. They wanted to know how high and I now know I dont have a wit about me for calculating how high.. I said about a hundred and I just calculated it about 59-60 feet. LOL.
I took out my old telescope with the angling eye, measure 25 feet from the base of the tree, placed the very centre of the tripod with the telescope pivot on the 25 foot mark, and raised it until the top was in the centre of the viewing eyepiece...
Used pythagorus and got 54 feet, five feet on top of that to the pivot and the tree is 59 feet.
[TABLE cellPadding=5 align=middle border=5] [TBODY] [TR] [TD align=middle colSpan=2][img height=270 alt="" src="vny!://www.csgnetwork.com/righttri.gif" width=373 border=0][/TD][/TR] [TR] [TD]Side a[/TD] [TD][INPUT size=24 value=53.61 name=sidea] Units Of Length[/TD][/TR] [TR] [TD]Side b[/TD] [TD][INPUT size=24 value=25 name=sideb] Units Of Length[/TD][/TR] [TR] [TD]Side c[/TD] [TD][INPUT size=24 value=59.16 name=sidec] Units Of Length[/TD][/TR] [TR] [TD]Angle A or B[/TD] [TD][INPUT size=24 value=65 name=anglx] Degrees[/TD][/TR] [TR] [TD]Angle C[/TD] [TD][INPUT readOnly size=24 value=90 name=anglr] Degrees[/TD][/TR] [TR] [TD]Angle 3[/TD] [TD][INPUT readOnly size=24 value=25 name=angl3] Degrees[/TD][/TR][/TBODY][/TABLE]
I think I did this right... sound abouts how to do it?