WEBVTT
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This is prime number twelve, the sewer calculus,
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eighth division, section two point six party use.
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A graph of function F is equal to quantity.
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One minus two of rex, razed to the X
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power to estimate the value of the limit has exported
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divinity of this function after correct two decimal places.
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So if we are, we're deployment this function one
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minus two wrecks that quantity race to the X power
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. We will get this function here where it would
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level off, had a certain value. And if
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we were to trace along dysfunction and see what value
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that was equal to, we see that its approach
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is approximately, sir point one three five on DSO
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. We would say that this limit is approximately zero
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point one four two two decimal places and that's our
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answer from using a graph. Isn't stable values for
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this function as to meet the limited for two small
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places? So with table vise, we should be
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able to choose a numbers large enough that we can
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see the trend of the function and how much it
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decreases by and where it seems to be approaching for
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very, very large numbers. We see that this
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function approaches approximately point one three five, three,
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two, two, four two Ford Decimal places on
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. And so we would say that our limit is
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more accurately equal to zero point one three five,
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and that is our final answer.