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Define \[\mathbb{R} ^{3}\]What do they mean by "define"?
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They want you to explain what it is.
So, it is a set of real numbers...? What about the power 3?
its the set of all vectors: \[(x_1,x_2,x_3)\] such that: \[x_i \in \mathbb R\]
I believe that it signifies a 3-dimensional space (hence the cube)
its just a fancy way of saying you have 3 dimensional vector, and each element of the vector is a real number.
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oh okay. hmmm. so is it always a vecotr? or is it just for this case?
it depends on the context of the problem. i guess the most general name for it is "n-tuple" (i wonder if i spelled that right). in this case it would be a "3-tuple" If it was: \[\mathbb R^n\], the objects in the set would be "n-tuples"
oh okay. thanks (:
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