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R(Xwhere the degree of R(x) is less than the degree of D(x) D(x) Use polynomial division to rewrite each expression in the fo

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Answer #1

Here we use division of algorithm

Explain everything clearly read carefully and understand.

We know by division algorithm

A(x) = Q(x)B(x) + R(x) ,where 0 < or = R(x) <Q(x)

This can be written as [A(x)÷B(x)] = Q(x) + [R(x)÷B(x)]; where degree of R(x) is less than degree of B(x).

polynomial divieon to eate eath enpreon HeTe we v6Q Ql) + R®) { Cp bk ddde Note thad where dogtee of Rla les than Ahe dogiee12 12-422+2 482+ O fom thlo, cotte we 1222412 = 24-0+1) 12) t8 divide on both 6lde by Hat 202412 = 12+ 48 whith 16 Tequred 2-

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