(a) Verify whether s = 1 is the zero of polynomial Q(s) = (- 4s 3 ) + 7s 2 - 24
(b) Write the degree of Q(s).
(c) Classify Q(s) as ( linear / quadratic / cubic ) polynomial
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Step-by-step explanation:
Degree of Q(s) is 2 because it is a quadratic equation
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Answer:
a) -4+7-24 = -21
therefore s = 1 is not a zero
b) degree of Q(s) is 3 of term -4s^3
c) is is a cubic polynomial
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