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Algebra
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11 Nov 2019

Express w as a linear combination ofu and v.

u = (4,1), v=(-2,-1),w = (2,-2)

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Elin Hessel
Elin HesselLv2
7 Oct 2019

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  1. let L:U-V be a linear mapping
  2. a) w={x belong u :L(x)=0v} is a subspace ofU

  4. b) show if U is finite dimensional ofdimension n , {u1, ...., uk} is a basis for W , and {u1,....,uk,..., un} is a basisi for U , then {L(uk+1) ,...., L(un)} isa basis for L(U) if W no equal to {0u}

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