Question: LINEAR ALGEBRA Explain with reasoning ant or example that following cases, the subsets Inot ? ) ) 4) - ? (C) [R(Q)l (p=(Q) as

LINEAR ALGEBRA Explain with reasoning ant or example that following cases, the subsets Inot ? ) ) 4)

LINEAR ALGEBRA Explain with reasoning ant or example that following cases, the subsets Inot ? ) ) 4) - ? (C) [R(Q)l (p=(Q) as are not $(IR). why? the spaces! (PU) W= Pac (vil) W = [a-an): 0; b A* 1 >0, IKENY ? is not a subspe sandlan - , weren W is not not a subspect of the day I aplock (IR) also) then ? vector (V) W = a pcx) / pens in a polynomial of even degre I is ? nt . (vi) W = {{CKIE FACK] | $(1) Zoy is not a subsper ? W = & bex1 = En[x] | pen) was a shoot in the interval (-1,1]], Fn de hot a ? LINEAR ALGEBRA Explain with reasoning ant or example that following cases, the subsets Inot ? ) ) 4) - ? (C) [R(Q)l (p=(Q) as are not $(IR). why? the spaces! (PU) W= Pac (vil) W = [a-an): 0; b A* 1 >0, IKENY ? is not a subspe sandlan - , weren W is not not a subspect of the day I aplock (IR) also) then ? vector (V) W = a pcx) / pens in a polynomial of even degre I is ? nt . (vi) W = {{CKIE FACK] | $(1) Zoy is not a subsper ? W = & bex1 = En[x] | pen) was a shoot in the interval (-1,1]], Fn de hot a ? LINEAR ALGEBRA Explain with reasoning ant or example that following cases, the subsets Inot ? ) ) 4) - ? (C) [R(Q)l (p=(Q) as are not $(IR). why? the spaces! (PU) W= Pac (vil) W = [a-an): 0; b A* 1 >0, IKENY ? is not a subspe sandlan - , weren W is not not a subspect of the day I aplock (IR) also) then ? vector (V) W = a pcx) / pens in a polynomial of even degre I is ? nt . (vi) W = {{CKIE FACK] | $(1) Zoy is not a subsper ? W = & bex1 = En[x] | pen) was a shoot in the interval (-1,1]], Fn de hot a ?

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