Fast Context: Source code: v = {5,7} w ={3,7} v+w v-w v1 = {2,3-4} w1 = {2,-6,5} Dot[v1,w1] v1.w1 Cross[v1,w1] v.v Dot[v,v] Abs[Sqrt[5^2+7^2]]^2.

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Source code: v = {5,7} w ={3,7} v+w v-w v1 = {2,3-4} w1 = {2,-6,5} Dot[v1,w1] v1.w1 Cross[v1,w1] v.v Dot[v,v] Abs[Sqrt[5^2+7^2]]^2.

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  • Source code: v = {5,7} w ={3,7} v+w v-w v1 = {2,3-4} w1 = {2,-6,5} Dot[v1,w1] v1.w1 Cross[v1,w1] v.v Dot[v,v] Abs[Sqrt[5^2+7^2]]^2.

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How to solve basic vectors with Wolfram Mathematica

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Source code: v = {5,7} w ={3,7} v+w v-w v1 = {2,3-4} w1 = {2,-6,5} Dot[v1,w1] v1.w1 Cross[v1,w1] v.v Dot[v,v] Abs[Sqrt[5^2+7^2]]^2.

Plot a vector field along the line in Mathematica

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Visualizing Vector Functions and Fields with Mathematica

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7 Mathematica Vector Fields

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Introduction to Plots - Mathematica & the Wolfram Language

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