Solve for r
r=\frac{20000^{\frac{29}{30}}\sqrt[30]{175099}-20000}{20000}\approx 0.074999979
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r≔\frac{20000^{\frac{29}{30}}\sqrt[30]{175099}}{20000}-1
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r=1\sqrt[30]{\frac{175099}{20000}}-1
Reduce the fraction \frac{700396}{80000} to lowest terms by extracting and canceling out 4.
r=\sqrt[30]{\frac{175099}{20000}}-1
Reorder the terms.
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