multiply. \n$3y^{7}\\cdot4v\\cdot3v^{4}y^{6}$\nsimplify your answer as much as possible.

multiply. \n$3y^{7}\\cdot4v\\cdot3v^{4}y^{6}$\nsimplify your answer as much as possible.

multiply. \n$3y^{7}\\cdot4v\\cdot3v^{4}y^{6}$\nsimplify your answer as much as possible.

Answer

Explanation:

Step1: Multiply constant coefficients

$3 \times 4 \times 3 = 36$

Step2: Combine $v$ terms

$v \times v^4 = v^{1+4} = v^5$

Step3: Combine $y$ terms

$y^7 \times y^6 = y^{7+6} = y^{13}$

Step4: Combine all simplified terms

$36 \times v^5 \times y^{13}$

Answer:

$36v^5y^{13}$