product of the polynomials (x^3+8),(x-8) is denoted by
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Step-by-step explanation:
Product of the polynomials (x* 3 + 8), (x - 8) is denoted byp(x) = ax*4 + bx*3 + cx*2 + dx +e then p(8) =(1) 0(… Get the ...
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Answer:
= X^4 - 8 X^3 + 8 X - 64
Step-by-step explanation:
For multiplication of polynomial you have to choose first term of first bracket and multiply that term with all the term present in the next bracket.
( X^3 + 8) (X - 8)
= ( X^3 * X + X^3 * (-8)) + ( 8 * X + 8 * (-8)) , I added plus sign in between because sign of 8 is positive in first bracket.
= X^4 - 8 X^3 + 8 X - 64
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