I am currently learning my way through Mathematica and have stumbled upon a strange problem. It is asking to implement PrimeQ into Graphics3D(Specifically for spheres.) I typed it up and presented a picture in the notebook uploaded at the link below. If someone could explain this to me, I would greatly appreciate it and will move on to the next chapter, Pure Functions.

Disregard the input I entered. I was just trying a generic example to see how both compare in front of each other.

Thank you!

http://ge.tt/4Xi1kvZ1/v/0?c

P.S. I'm only 14 years old. I'm working through a Mathematica book so that I may use Mathematica to enter into the Intel or Semmes Science Fairs next year.

I am currently learning my way through Mathematica and have stumbled upon a strange problem. It is asking me to implement PrimeQ into Graphics3D (specifically for spheres). I typed it up and displayed a picture in the notebook uploaded at the link below. If someone could explain this to me, I would greatly appreciate it and will move on to the next chapter, Pure Functions.

Disregard the input I entered. I was just trying a generic example to see how both compare in front of each other.

http://ge.tt/4Xi1kvZ1/v/0?c

P.S. I'm only 14 years old. I'm working through a Mathematica book, so that I may use Mathematica to enter into the Intel or Semmes Science Fairs next year.

I am currently learning my way through Mathematica and have stumbled upon a strange problem. It is asking to implement PrimeQ into Graphics3D(Specifically for spheres.) I typed it up and presented a picture in the notebook uploaded at the link below. If someone could explain this to me, I would greatly appreciate it and will move on to the next chapter, Pure Functions.

Disregard the input I entered. I was just trying a generic example to see how both compare in front of each other.

Thank you!

http://ge.tt/4Xi1kvZ1/v/0?c

I am currently learning my way through Mathematica and have stumbled upon a strange problem. It is asking to implement PrimeQ into Graphics3D(Specifically for spheres.) I typed it up and presented a picture in the notebook uploaded at the link below. If someone could explain this to me, I would greatly appreciate it and will move on to the next chapter, Pure Functions.

Disregard the input I entered. I was just trying a generic example to see how both compare in front of each other.

Thank you!

http://ge.tt/4Xi1kvZ1/v/0?c

P.S. I'm only 14 years old. I'm working through a Mathematica book so that I may use Mathematica to enter into the Intel or Semmes Science Fairs next year.