If limx-a x5-a5x-a-405- then the possible values of -a- is-are

Limx→a nbsp;x5 a5x a=405limx→axn anx a=nan 1Therefore,⇒5×a5 1 nbsp;= nbsp;34×5 nbsp;= nbsp; 34×5⇒a=3 nbsp;or nbsp;a= 3 nbsp; ...

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Standard Limits to Remove Indeterminate Form

If limx→a x5-...

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If $lim x \to a \frac{x^{5} - a^{5}}{x - a} = 405$ , then the possible value(s) of 'a' is/are

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\lim_{x \to a} \frac{x^{5} - a^{5}}{x - a} = 405,

If ${lim}_{x \to a} \frac{x^{5} - a^{5}}{x - a} = 405$ , find all possible values of a.

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\lim_{x \to a} \frac{x^{9} - a^{9}}{x - a} = 9,

a

lim x \to a {(\frac{x^{9} - a^{9}}{x - 9})}^{x} = lim x \to 3 (6 + x)

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