Multiply and simplify the expression as much as possible:

\[ 4x^{8} \cdot 3v \cdot 4v^{6}x^{9} \]

To multiply the given expressions, we multiply the coefficients and add the exponents of the variables. The simplified expression is 48x^17 * v^7.

Explanation:

To multiply the given expressions, we can multiply the numerical coefficients together and add the exponents of the variables that have the same base. Applying this rule, our calculation can be written as:

4x8 * 3v * 4v6 * x9 = 4 * 3 * 4 * x8 + 9 * v1 + 6 = 48x17 * v7

Therefore, the simplified expression is 48x17 * v7.

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Multiply and simplify the expression as much as possible: \[ 4x^{8} \cdot 3v \cdot 4v^{6}x^{9} \]

Answer :

Final answer:

Explanation:

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Multiply and simplify the expression as much as possible:

\[ 4x^{8} \cdot 3v \cdot 4v^{6}x^{9} \]