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A = 222 ^333, Log A = log 222 x 333 = 781. 335540492
B = 333 ^222, Log B = log 333 x 222 = 559.982619838
Then 222 ^ 333 is the large one
333^222 is larger than 222^333
333^222 is the larger solution
Which is larger 3^4 + 3^4 + 3^4 or 3^5?
Note: Answer without calculating?
Consider the regular 9-gon as shown in figure, Which area is larger: the grey or the white?
Which is larger, the light area or the dark area? Please share your working also?
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(Answer without the calculating it)
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