If numerator is zero, then limit is infinite?

SELFMADE · Jun 15, 2009

please someone aware me

JG89 · Jun 15, 2009

lim x-> a (0/x) = 0

and

lim x-> +/- infinity (0/x) = 0

Since 0/x = 0 for all nonzero x

SELFMADE · Jun 15, 2009

thanks

Mark44 · Jun 15, 2009

JG89 said:

lim x-> a (0/x) = 0

and

lim x-> +/- infinity (0/x) = 0

Since 0/x = 0 for all nonzero x

But, if both the numerator and denominator are approaching zero, then all bets are off. The limit of this rational expression could be any real number or infinite.

If numerator is zero, then limit is infinite?

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If numerator is zero, then limit is infinite?

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