Use local linearization to approximate √16.4 as follows: Let f(x)=√x. The local linearization of f at 16 is l16(x) = yo+m(x - 16), where m= and yo = Using this, we find our approximation √16.4~ l16 (16.4) = NOTE: For this part, use fractions or give your approximation to at least 9 significant figures.
Use local linearization to approximate √16.4 as follows: Let f(x)=√x. The local linearization of f at 16 is l16(x) = yo+m(x - 16), where m= and yo = Using this, we find our approximation √16.4~ l16 (16.4) = NOTE: For this part, use fractions or give your approximation to at least 9 significant figures.
Chapter5: Exponential And Logarithmic Functions
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Transcribed Image Text:Use local linearization to approximate √16.4 as follows:
Let f(x)=√x. The local linearization of f at 16 is 116(x) = yo+m(x - 16),
where m= and yo =
Using this, we find our approximation √16.4 116(16.4) =
NOTE: For this part, use fractions or give your approximation to at least 9 significant figures.
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