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Math problem 2
2^444=(2^4)^ 1 1 1= 16^ 1 1 1

3^333=(3^3)^ 1 1 1=27^ 1 1 1

4^222=(4^2)^ 1 1 1= 16^ 1 1 1

Now we can see that the power is 1 1 1.

Just compare the cardinality.

Obviously the second largest.

1 equals the third.

Namely:

The 444th power of 2 = the 222nd power of 4 < the 333rd power of 3.

I hope my answer is helpful to you.