Let W be the set of P4 consisting if all polynomials satisfying the conditions p(-2)=0. a.) prove...
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Let W be the set of P4 consisting if all polynomialssatisfying the conditions p(-2)=0.
a.) prove that W is a subspace of P4 by checking all3 conditions in the definition of subspace.
b.) Find a basis for W. Prove that your basis is actually abasis for W by showing it is both linearly independent and spansW
c.) what is the dim(W)
Let W be the set of P4 consisting if all polynomialssatisfying the conditions p(-2)=0.
a.) prove that W is a subspace of P4 by checking all3 conditions in the definition of subspace.
b.) Find a basis for W. Prove that your basis is actually abasis for W by showing it is both linearly independent and spansW
c.) what is the dim(W)
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