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The plane in R3 with Cartesian equation 3$1 2:r:2 +33 2 1, can be expressed in parametric vector form x = a+A1v1 +/2v2 where a,
The plane in R3 with Cartesian equation 3$1 2:r:2 +33 2 1, can be expressed in parametric vector form x = a+A1v1 +/\\2v2 where a, v1 and v2 are vectors im R3 and A1 and A2 are real parameters. You are given that 2 V1 2 3 0 1 Find suitable vectors a and v2 and enter them in the boxes below using Maple syntax. For example, for the vector 2 enter . 3 a=l ins V2=l lll
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