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Standard Indeterminate forms.
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Is \[1^{\infty}\] is an Indeterminate form. why?
coz they are defined so...
I need some meat on that answer. Penguin meat please.
prove it.
firstly tell me that you know the value of infinity..?
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it just keeps getting bigger and bigger.
Apply a logarithm. Form \(1^{\infty}\) becomes form \(\infty\cdot\log(1)\) becomes form \(\infty\cdot0\) becomes form \(\dfrac{0}{0}\;or\;\dfrac{\infty}{\infty}\)
o oh .. alright that makes sense...
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