What is the answer to \sqrt[12]{3.5}-1= r/(12) ?

The answer to \sqrt[12]{3.5}-1= r/(12) is r=1.32049…

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\sqrt[12]{3.5}-1= r/(12)

r = 1.32049 \dots

Solution steps

Switch sides

Multiply both sides by

12

r = 1.32049 \dots

10 x^{3} + 5 x^{2} - 5 x

3 (2 + v) - v = 6 + 2 (v + 1)

\frac{n ^{n}}{( n + 1 ) ^{n}}

7.3 t + 22 = 2.1 t - 22.2

7 + 7 i

What is the answer to \sqrt[12]{3.5}-1= r/(12) ?
The answer to \sqrt[12]{3.5}-1= r/(12) is r=1.32049…
Solve for r: \sqrt[12]{3.5}-1= r/(12)
The solution is r=1.32049…