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Compare 3^pi and pi^3
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What do you get when you compute it? \[\pi ^3 \implies (\pi)(\pi)(\pi)\] \[\huge3^{(\pi)} = ?\]
\[3^\pi = 31.544281\] \[\pi^3 = 31.006277\]
Comparison: They both equal 31
sorry .! i need whether <, >
So what do you think, Kendrick did the computation for you, that should be easy.
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> = Greater-Than Sign < = Less-Than Sign
@iambatman it is not good enough for me.>!
What seems to be the problem @Joseph91
Which is bigger @Joseph91 : \[31.544281 ~ or ~ 31.006277\]
the problem is like compare x^y and y^x when x,y>0 you should not use calculator
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