According to the text, what can we say about a fifth-degree polynomial function with an odd degree? It may not have roots because it has an odd d...
According to the text, what can we say about a fifth-degree polynomial function with an odd degree?
It may not have roots because it has an odd degree.
It will always have 5 real roots because the number of roots is always equal to the degree of the function.
We can say that it will have at least one root because it has an odd degree.
a) Only the first statement is correct.
b) Only the second statement is correct.
c) Only the third statement is correct.
d) The first and second statements are correct.
e) The first and third statements are correct.
It may not have roots because it has an odd degree.
It will always have 5 real roots because the number of roots is always equal to the degree of the function.
We can say that it will have at least one root because it has an odd degree.
a) Only the first statement is correct.
b) Only the second statement is correct.
c) Only the third statement is correct.
d) The first and second statements are correct.
e) The first and third statements are correct.
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Ed 
De acordo com o texto, podemos dizer que uma função polinomial de quinto grau com grau ímpar terá pelo menos uma raiz, pois possui um grau ímpar. Portanto, a alternativa correta é a letra c) Apenas a terceira afirmação está correta.
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