Let B = {v1, v2, V3, V4} be a basis for R4. Let T:R4 → R* be the linear transformation such that on the basis vectors v1, V2, V3, V4, its values are: T(v1) = 2v1 -2v2 +2v3 +3v4 +3v3 T(v2) = 6v1 T(v3) = T(v4) = %3D V1 -V2 +V4 Vị +2v2 +v3 -2v4

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A: From triangle BDC , BD=18mm,∠DAB=45°,∠DCB=αBA=dAC=b

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