Break Down the Algebraic Expression: 3y³ into Basic Terms

Break down the expression into basic terms:

$3y^3$

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Break down the expression into basic terms:

$3y^3$

To break down the expression $3y^3$ into its basic terms, we understand the components of the expression:

$3 \, \text{is a constant multiplier}$

$y^3$ can be rewritten as $y \cdot y \cdot y$

Thus, $3y^3$ can be decomposed into $3 \cdot y \cdot y \cdot y$ .

$3\cdot y\cdot y \cdot y$

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Break down the expression into basic terms:

$$ 4x^2 + 6x $$

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