Re: sundial help

1998-07-05 Thread Gordon Uber
Greg, Many math books and handbooks have tables of tangents; many pocket calculators will calculate them, and computer spreadsheet programs usually can calculate them also. The cotangent is the reciprocal of (that is, one divided by) the tangent. Also, the cotangent of an angle equals the tange

Re: cotangent formula ???

1998-07-05 Thread rsinnott
On Sun, 05 Jul 1998, Greg Milsom <[EMAIL PROTECTED]> wrote: >... the sun's altitude in degrees for various times are as follows: >4:00-8.5 >5:00 1.6 >6:00 11.9 >7:00 23.1 >8:00 34.6 ... >The book states that all I must do is take the cotangent of these >altitude numbers and

cotangent formula ???

1998-07-05 Thread Greg Milsom
I am new to the sundial list and am building a sundial based on an example in Albert Waugh's book Sunidals Their Theory and Construction. My problem is in computing lines of declination, however. I live in Washingotn DC at approx. 39d West Lat. 77d N Long. I'd like to trace the sun's path for one