QUESTION IMAGE
Question
identify the greatest common factor of \\(45a^3w^3\\) and \\(18a^5w^4\\).
a \\(18a^3w^4\\)
b \\(45a^3w^3\\)
c \\(9a^3w^4\\)
d \\(9a^3w^3\\)
Encontrar el máximo común divisor de los coeficientes numéricos
$$
\text{mcd}(45, 18) = 9
$$
Encontrar el menor exponente para cada variable común
Using the Exponent Rules knowledge point:
$$
LATEXBLOCK0
$$
Combinar los factores para obtener el máximo común divisor
$$
\text{MCD} = 9a^2w^3
$$
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- (A) \(18a^2w^4\)
- (B) \(45a^3w^3\)
- (C) \(9a^3w^4\)
- (D) \(9a^2w^3\) (Correct answer)