Question

Convert rectangular coordinate (3,3,1) to cylindrical and spherical coordinate

Convert rectangular coordinate (3,3,1) to cylindrical and spherical coordinate

Homework Answers

Answer #1

Hope it helps.All the best

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Convert the cylindrical coordinate (4, n/3 , −2) into rectangular coordinates
Convert the cylindrical coordinate (4, n/3 , −2) into rectangular coordinates
In algebra we learned about the rectangular (Cartesian) coordinate system. There are other coordinate systems available...
In algebra we learned about the rectangular (Cartesian) coordinate system. There are other coordinate systems available for us to use, such as polar, cylindrical, spherical, etc. Why would someone want to use a coordinate system other than the rectangular system? Explain and support your arguments using examples.
Convert the following triplets from the given coordinate system to the other two. All angles are...
Convert the following triplets from the given coordinate system to the other two. All angles are in radians. Cartesian: (1,2,1) Spherical: (2,π/3,π/4) Cylindrical: (0,♣,4) notice:the answers is 6 points
(1 point) Convert the following point from rectangular to cylindrical coordinates: (4√2,−4√2,9) (r,θ,z)=
(1 point) Convert the following point from rectangular to cylindrical coordinates: (4√2,−4√2,9) (r,θ,z)=
Convert  to cylindrical coordinates.
Convert  to cylindrical coordinates.
In words, describe when it would be advantageous to compute triple integrals to switch from rectangular...
In words, describe when it would be advantageous to compute triple integrals to switch from rectangular coordinates to cylindrical coordinates and from rectangular coordinates to spherical coordinates. Also, describe when it would not be advantageous to switch from rectangular coordinates to cylindrical and spherical coordinates to compute a triple integral.
1. Three objects have the same volume, one spherical, one rectangular, and the other cylindrical. If...
1. Three objects have the same volume, one spherical, one rectangular, and the other cylindrical. If you put these 3 objects under water, how do their buoyant upward forces compare? A. According to Archimedes’ Principle, they are all subject to the same amount of buoyant forces because they have the same volume B. The cylindrical object gets the most buoyant force because it has a longer shape C. The rectangular object gets the most buoyant force because of its flat...
derive the equation from rectangular to spherical to curvilinear coordinates?
derive the equation from rectangular to spherical to curvilinear coordinates?
Q2. Convert the following (1.0.0) to spherical and sylndrecal coordenat
Q2. Convert the following (1.0.0) to spherical and sylndrecal coordenat
Convert equation from spherical to cartesian: 4−ρ2sin2ϕ−ρcosϕ=0
Convert equation from spherical to cartesian: 4−ρ2sin2ϕ−ρcosϕ=0