$\sqrt{69}$$+$π^π /$\frac{234781873}{12743287}$
You asked:
Evaluate the expression: \(\sqrt{69} + \frac{{\pi}^{\pi}}{\frac{234781873}{12743287}}\)
MathBot Answer:
\[\sqrt{69} + \frac{{\pi}^{\pi}}{\frac{234781873}{12743287}} = \frac{12743287 \pi^{\pi}}{234781873} + \sqrt{69} \approx 10.28568535764623765401320598523267\]
\[\begin{aligned}\sqrt{69} + \frac{{\pi}^{\pi}}{\frac{234781873}{12743287}}& = \sqrt{69} + \pi^{\pi} \cdot \frac{1}{\frac{234781873}{12743287}}\\& = \sqrt{69} + \frac{12743287}{234781873} \cdot \pi^{\pi}\end{aligned}\]