Multiply and Add Exponents: To simplify the expression (6n^(2))(2n), we need to multiply the coefficients (6 and 2) and add the exponents of n (2 and 1). Calculation: (6 * 2)n^(2+1) = 12n^3Simplify Fraction with Natural Log: Now, let's simplify the expression (x+(1)/(8))/(2col ln 9). The term ＂col＂ is not standard mathematical notation. Assuming ＂col＂ is a typo or a misunderstanding, and the expression should be (x+(1)/(8))/(2 * ln 9), we proceed with the simplification. Calculation: (x+(1)/(8))/(2 * ln 9)

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$\left(6 n^{2}\right)(2 n)$

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Algebra 2

Simplify radical expressions involving fractions

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\left(6 n^{2}\right)(2 n)

Multiply and Add Exponents: To simplify the expression $(6n^{2})(2n)$ , we need to multiply the coefficients $(6\text{ and }2)$ and add the exponents of $n$ $(2\text{ and }1)$ . $\newline$ Calculation: $(6 \times 2)n^{(2+1)} = 12n^3$
Simplify Fraction with Natural Log: Now, let's simplify the expression $(x+(1)/(8))/(2\ln 9)$ . The term ＂col＂ is not standard mathematical notation. Assuming ＂col＂ is a typo or a misunderstanding, and the expression should be $(x+(1)/(8))/(2 \cdot \ln 9)$ , we proceed with the simplification. $\newline$ Calculation: $(x+(1)/(8))/(2 \cdot \ln 9)$