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  • U
  • V
  • 2w = 8 => w = 4 2 2 2v = 8(4) => v = 16 2 2 2u = 8(16) => u = 64 2 2 2t = 8(64) => t = 256 2 2
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  • 
  • The variables in these equations match the ones in the boxes. These answers are the worth of each individual dot in the box they are in. Now let's add them up to find the total worth of all dots. 
  • 384 dots
  • Finally, there is peace in the box.
  • WORTH 64
  • 512
  • WORTH 64
  • WORTH 64
  • 512
  • Now, the dots think that they are all that. They want to find out their worth and we'll find it.
  • 32 dots
  • WORTH 16
  • 64
  • WORTH 16
  • 64
  • Time for a math break! Sorry its not really a break then.
  • 412 dots worth!
  • WORTH 64
  • Now we see that the dots now have 64's. According to the equation from before they are actually worth 64.
  • 512
  • WORTH 64
  • WORTH 64
  • 512
  • U
  • And these dots are worth 16 each. Meaning all the dots are...
  • V
  • Wow! Added up our dots are worth 412! How impressive!
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