\[{43}^{333}+{23}^{444} \equiv \, ? \pmod{66}\]

I need help. How to solve the above expression through chinese remainder theorem? Please post the solution, with a bit of explanation if required.

\[{43}^{333}+{23}^{444} \equiv \, ? \pmod{66}\]

I need help. How to solve the above expression through chinese remainder theorem? Please post the solution, with a bit of explanation if required.

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Can you evaluate it mod 2? mod 3? mod 11? – Calvin Lin Staff · 5 months, 1 week ago

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