Sure can Jim. In the example I gave, If you punch in the keys on a calculator
thusly:
.5" divided by 12 SIN INV (inverse) you will come up with the
apropriate angle (2.4 degrees
in this example). Basic trig that I use at work every day. In high school I
thought it was the
most useless bit of information, so it only took me several decades to find out
that trig has some
benefits afterall! :-)
Wally / Templeton, MA
> If I reverse this formula can I figure out angle in degrees without an
>inclinometer (right word?)?
>
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