What are the cylindrical coordinates of the point whose spherical coordinates are (4, -4, pi/6)
cyl is what; radius rotate and up?
up = radius sin(pi/6) if im reading this right
gonna have to read up on it ro refresh :)
what is -4?is it in radians?
sph (radius, theta, phi) where theta is from the x axis and phi from the z?
yes, but cant figure out the -4
from (p,t,f) to (r,t,z), this is for my own recollection, lets see if we can get to the -4 :) r = p cos(f) t = t z = p cos(f) so the -4 is just -4 in both cases
your not asked to analyse -4, your simply told to put this into cyl coords; so -4 gets transfered as is
i couldnt plot it, tried to see where it is
coudn't figure it out
and yes, all angles are radian measures at this point unless they specifically tell you otherwise
\[-\frac{4}{pi}\ pi\ radians\]
thank you for help!
yw
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