Break down the expression into basic terms:
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Break down the expression into basic terms:
To break down the expression , we recognize that means . Therefore, can be decomposed as .
Break down the expression into basic terms:
\( 4x^2 + 6x \)
While is mathematically correct, the question asks to break down into basic terms. This means expanding the exponent completely to show all individual factors.
Breaking down means writing each factor separately (like ). Factoring usually means finding common factors to simplify, which is the opposite direction!
Yes! When breaking down algebraic expressions, treat the coefficient (number) and variable parts as separate factors. This makes it easier to see the structure of the expression.
You're done when every factor is either a single number or a single variable (no exponents). Each piece should be as simple as possible!
Same process! (five copies of a). Always write the base as many times as the exponent indicates.
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