Let V(F) be a vector space. Then show that i) a, b e F, 0 # a e V, aa = ba = a = b ii) 0 # a e F, a, ß e V, aa = aß = a = B.-

MATLAB: An Introduction with Applications
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9. Let V (F be a vector space. Then show that
i) a, b e F, 0 + a e V, aa =
: bαab ij0 #aα ε F α, β ε Vaa= αβ= α=β,
Transcribed Image Text:9. Let V (F be a vector space. Then show that i) a, b e F, 0 + a e V, aa = : bαab ij0 #aα ε F α, β ε Vaa= αβ= α=β,
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