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WorksheetsThree Coordinates
Total questions: 13
Worksheet time: 4mins
The surface area for any coordinate is ...
Scalar
Vector
Amplitude
Magnitude
The volume for any coordinate is ...
Scalar
Vector
Amplitude
Magnitude
What are the basic vectors for any cartesian coordinate?
(a)
In cartesian coordinates, what is the differential surface area in the y-vector?
dx dy
dy dz
dx dz
What are the basic vectors for any cylindrical coordiante?
rho, theta, z
rho, phi, theta
rho, phi, z
z, phi, rho
The range of the angle phi is from zero degree to (a) ?
In cylindrical coordinates, what is the differential surface area in the z-vector?
rho d(rho) d(phi)
rho d(phi) dz
rho d(rho) dz
In order to calculate a point "y" in terms of cylindrical coordinates
y = rho sin(phi)
y = rho cos(phi)
y = rho tan(phi)
In order to calculate the angle "phi" in terms of cartesian coordinates
phi = tan inverse (x/y)
phi = tan inverse (x/z)
phi = tan inverse (z/x)
phi = tan inverse (y/x)
phi = tan inverse (y/z)
What are the basic vectors for any spherical coordinate?
r, phi, theta
rho, theta, phi
r, theta, phi
The range of the angle theta is from zero degree to (a) ?
In order to calculate a point "x" in terms of spherical coordinates
x = r sin(theta) sin (phi)
x = r sin(theta) cos(phi)
x = r cos(theta) sin(phi)
x = r cos(theta) cos(phi)
What is the differential volume for any spherical coordinates?
(a)
