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So part of using look tell Israel is understanding uh
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the indeterminate forms. So, first we have um
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the limit of F of X over G of X
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as X approaches A and that would be 0/0.
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So we know that 0/0 is an indeterminate form.
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So that would not be allowed. Then we want
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F of X over P of X. So it's
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going to be zero over infinity. So if we
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have zero over infinity, we know that that was
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just equal zero. So the limit would equal zero
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. That would not be an indeterminate form. Um
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then for part C we would have HIV X over
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P of X. That be one over infinity.
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We know that one over infinity is zero because it's
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an infinitely large number um in the denominator. So
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I would just go to zero. Then we want
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to look at P of X over ffx that's going
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to be infinity over zero. We know that that
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is not allowed. That would be an indeterminant form
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, and then P of X over Q of X
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would be infinity over infinity. Mm hmm. All
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right. Let me Which is also known as an
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indeterminate forms. That's why it says undefined. Um
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, and those would be all the different answers.