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Divide. (23z^3v^7-27z^7v^7) / (-3z^4v^3) Simplify your answer as much as possible.
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@Dankknight @DoShKa_SyRiA
@jim_thompson5910 @Hero @zepdrix @abb0t
help
Can you rewrite it using the equation editor under this little box? That way, it is clear for both the helper and the helpee.
\[(23z^3v^7-27z^7v^7)\div(-3z^4v^3)\]
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@abb0t
@ThatAPLyfe
@Whitemonsterbunny17
@xapproachesinfinity
use this quotient property of powers \(a^m/a^n=a^{m-n}\)
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first thing is you can separate the fraction into two fractions using arithmetic rules of fractions \(\Large \frac{23z^3v^7-27z^7v^7}{-3z^4v^3}=\frac{23z^3v^7}{-3z^4v^3}-\frac{27z^7v^7}{-3z^4v^3}\)
i used this property \(\huge\frac{a+b}{c}=\frac{a}{c}+\frac{b}{c}\)
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