dear frnds,
plz tell me formula to convert radian or degree to mm or cm.............its very much required in my frnd's project.........
thanks in advance
regards
JSPS
dear frnds,
plz tell me formula to convert radian or degree to mm or cm.............its very much required in my frnd's project.........
thanks in advance
regards
JSPS
dear frnd,
i want to convert radian to mm
please advise
regards
JSPS
Your question is ambiguous. Radian is a measure
of angle and mm is a measure of distance.
Would you please reformulate your question?
no mr. jallem,
question is correct..........
please advise
regards
JSPS
You insist on converting totally incompatible measures such as angle and length ..
Are you serious, or is it just a joke???
Regards,
IanP
radian
has dimensions of
plane-angle
Note that plane-angle is not an official metric (SI) dimension
millimeter
has dimensions of
length
If both the units have same dimensions then only they can be inter changes..
and as radian is from plane angle and mm is from length they cann't be converted
look at:
h**p://www.themathpage.com/aTrig/arc-length.htm
you need for this question to determine radius of circle then if multiple radius to angle value you have quantity with length dimension as dimension of radius.
jsps,
Radian ia an angular quantity and is dimensionless. If you are interested in determining the arc length (l) on a circle subtended by an angle in radians, use the formula l = wr, where r is the radius, w is the radian angle.
Regards,
Kral
Some people are just stuborn......Originally Posted by jsps
Mr. Jallem, my friends ask me to convert from temperature to second, could you tell me how?
Glad I'm not that...you know.
Learn trigonometry kid!
Added after 50 seconds:
If you ask steradian to mm, its possible.
It's exactly like someone asking how to convert amperes into tomatoes.
TOTALLY INCOMPATIBLE UNITS!
To do a conversion between mm and radians, you need a circle of a known radius (example, using a circle with a 1 meter radius, a radian would measure 1000mm) which is NOT the case in the JSPS's question.
An arc characterized by an angle of A radian and having a radius of R meter has a length equal to AxR meter.Originally Posted by jsps
Your question was not too complicated to be misunderstood.