Recent content by Unicow

  1. U

    Particle moving along path, change of angle of inclination

    Homework Statement Homework Equations Equation given in question. The Attempt at a Solution The only thing I could think of was to try changing the y=3x^3 into polar coordinates but I didn't know where to go from there... Could I get some direction to how I should go about this, I'm sort of...
  2. U

    Find the unit normal vector of r(t)

    I made a small mistake with the equation. I got the answer now, thank you so much. I didn't know I could do it that simply...
  3. U

    Find the unit normal vector of r(t)

    I get for the numerator
  4. U

    Find the unit normal vector of r(t)

    Wow, I can't believe I forgot to check that. The current answer on the picture shown is the final answer I had gotten, before that I think I made some mistakes. Edit: I just realized what you asked me to do. r(t) = <pi/3 - sqrt(3)/2, 1/2> r'(t) = <1/2, sqrt(3)/2> r"(t) = <sqrt(3)/2 , 1/2> v(t)...
  5. U

    Find the unit normal vector of r(t)

    Homework Statement Homework Equations The equation has already been given in the question. The Attempt at a Solution So what I did was find r'(t), r"(t), v(t), v'(t) and plug it into the equation. I've done 3 different full pages of this and have gotten 3 different answers. I'm guessing due...
  6. U

    Find the Radius and Center of a Sphere, Quadric Surfaces

    You are an absolute life saver haha. Such a simple solution, I really need to learn to think outside the box... .
  7. U

    Find the Radius and Center of a Sphere, Quadric Surfaces

    Homework Statement [/B] Find the radius and center of sphere ρ = 28 cos ϕ. Homework Equations Relevant equations would be the spherical and rectangular coordinate equations. The Attempt at a Solution I started off by multiplying both sides of the equation by ρ to get ρ^2 = 28 ρ cosϕ Then...
  8. U

    Converting (-√3/2, 3/2, 1) from rectangular to spherical coordinates

    Ahh I see and understand now haha. Thank you for your help and it completely went over my head about how it could be more than one value of "n * pi / 3" for theta to be the value. I got the correct answer! Thank you so so much.
  9. U

    Converting (-√3/2, 3/2, 1) from rectangular to spherical coordinates

    There's no way that can be right... I've already done a few questions and gotten them all right except for this one... Also, I might trust the textbook more than wikipedia. I hope you don't take this as an insult or anything because I do appreciate the help.
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    Converting (-√3/2, 3/2, 1) from rectangular to spherical coordinates

    Yeah it's really frustrating especially considering it's such an easy question. I've tried decimal already and the simple "pi" or whatever, is correct for all the other choices...
  11. U

    Converting (-√3/2, 3/2, 1) from rectangular to spherical coordinates

    Sorry I must have deleted the negative sign by accident while I was editing. I've edited it back in and I had counted that into my calculations and that's why my theta is negative pi / 3 instead of positive.
  12. U

    Converting (-√3/2, 3/2, 1) from rectangular to spherical coordinates

    Homework Statement Convert from rectangular to spherical coordinates. (-(sqrt3)/2 , 3/2 , 1) Homework Equations We know the given equations are ρ = sqrt(x^2 + y^2 + z^2) tan theta = y/x cos φ = z / ρ The Attempt at a Solution My answer was (2, -pi/3, pi/3) It should be a simple plug and go...
  13. U

    Cable tensions with 50 kg weight at 55° and 35°

    Yeah, I ended up figuring that out sooner or later haha. Stupid mistake leading to almost an hour of checking over my work mostly. The answer was so simple. Thank you though haha. I tried to incorporate what we used in class but failed to recognize that we used kg in class vs lb.
  14. U

    Cable tensions with 50 kg weight at 55° and 35°

    Homework Statement https://ibb.co/g6iKDQ Calculate the magnitude of the force on cables 1 and 2 in the figure below if θ_1 = 55° and θ_2 = 35°. (Round your answers to two decimal places.) Homework Equations Is my method incorrect or did I go wrong somewhere in my calculations?? The...