Chapter 4: Problem 23
Write each expression without exponents. Assume no variable is 0. SEE EXAMPLE 1. (OBJECTIVE 1) $$(5 x)^{0}$$
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Chapter 4: Problem 23
Write each expression without exponents. Assume no variable is 0. SEE EXAMPLE 1. (OBJECTIVE 1) $$(5 x)^{0}$$
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Classify each polynomial as a monomial, a binomial, a trinomial, or none of these. $$x^{3}-1$$
Perform each division. If there is a remainder, leave the answer in quotient \(+\frac{\text { remainder }}{\text { divisor }}\) form. Assume no division by \(0 .\) $$\frac{2 x^{3}+7 x^{2}+4 x-4}{2 x+3}$$
Evaluate \(5 x-3\) for each value. $$x=2$$
Give an example of a polynomial that is \(\ldots\) a binomial
Give an example of a polynomial that is \(\ldots\) of degree 0
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