limit x tends to 0 (x)^x^2
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Answer:
1
Step-by-step explanation:
y = x^(x^2)
log y = (x^2) log x
log y = 0 if x ~ 0
therefore y = e^0
i,e..y = 1
hence ...
(x)^x^2 =1 if x ~ 0
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