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What is d over 3d to the 3rd power simplified (fraction)
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Do you mean: \(\dfrac{d}{3d^3}\) or \(\left(\frac{d}{3d}\right)^3\)
The first one
Is only the d cubed or the quantity 3d cubed?
The quantity of d is cubed
\(\dfrac{x^5}{x^2} = x^{5-2} = x^3\) When dividing the exponents, subtract the exponents.
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If you expand it out, it might make more sense.
\(\dfrac{d}{3ddd}\) Reduce the fraction by dividing the numerator and the denominator by the same thing.
Ok. Thank you
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