Inner Product Spaces: Inner product, length, and angle
Inner products on real vector spaces
Consider the vector space #\mathbb{R}^3# with standard inner product.
What is the inner product of the vectors #\vec{x}=\rv{0,1,0}# and #\vec{y}=\rv{2,0,4}#?
What is the inner product of the vectors #\vec{x}=\rv{0,1,0}# and #\vec{y}=\rv{2,0,4}#?
| #\dotprod{\vec{x}}{\vec{y}}=# |
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