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Examples of SubSpaces and Non SubSpaces of Polynomial Space
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In this video we will see subsets of polynomial space which are subspace and which are not subspace.
Set of all polynomials whose degree is almost n ( less equal n) forms a subspace of polynomial subspace.
Set of all polynomials whose degree is = n ( equal to n) do not form a subspace of polynomial subspace.
Set of all polynomials whose degree is greater than n do not form a subspace of polynomial subspace.
Set of all polynomials such that p(0)=0 forms a subspace.
Set of all polynomials such that p(0)=1 do not form a subspace.
In this video we will see subsets of polynomial space which are subspace and which are not subspace.
Set of all polynomials whose degree is almost n ( less equal n) forms a subspace of polynomial subspace.
Set of all polynomials whose degree is = n ( equal to n) do not form a subspace of polynomial subspace.
Set of all polynomials whose degree is greater than n do not form a subspace of polynomial subspace.
Set of all polynomials such that p(0)=0 forms a subspace.
Set of all polynomials such that p(0)=1 do not form a subspace.
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