How would you simplify [tex]a(y-b/3a)^3[/tex]

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To simplify the expression a(y - b/3a)^3, start by expanding it into three factors of (y - b/3a). After multiplying the first two factors, you will obtain a quadratic expression with three terms. Then, multiply this quadratic by the remaining factor (y - b/3a) to complete the expansion. This process will yield a polynomial in terms of y. The final result will be a cubic polynomial that can be further simplified if needed.
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Cannot figure out how to distribute this, please help :D- sorry about title should be a(y-\frac{b}{3a})^3
 
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Strafespar said:
Cannot figure out how to distribute this, please help :D- sorry about title should be a(y-\frac{b}{3a})^3


Start by writing out the terms to be multiplied:

a(y-\frac{b}{3a})(y-\frac{b}{3a})(y-\frac{b}{3a})

and just multiply terms out After you multiply the first two sets of parens, you will get a quadratic with 3 terms, and then you multiply that by the finl 2-term part in the final parens...
 
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