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23 Apr 2020
Verify the given linear approximation at
. Then determine the values of
for which the linear approximation is accurate to within 0.1.
![](data:image/png;base64,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)
Verify the given linear approximation at . Then determine the values of
for which the linear approximation is accurate to within 0.1.
Lelia LubowitzLv2
26 May 2020