What does the z mean when finding the Tangent Line Error Bound?Tangent Line Error Bound with Taylor SeriesDoubt about Taylor's polynomial to approximate f(x)High Order Derivative Using Maclaurin SeriesError Estimation Using Taylor's TheoremWhat is the bound on the error that is given by Taylor's inequality?What does the constant mean in Big O notation?Erroneously Finding the Lagrange Error BoundFind the value of $n$ such that the Maclaurin polynomial error is within a boundMaclaurin polynomial error boundsWhat does the $z$ mean in the Tangent Line Error Bound?
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What does the z mean when finding the Tangent Line Error Bound?
Tangent Line Error Bound with Taylor SeriesDoubt about Taylor's polynomial to approximate f(x)High Order Derivative Using Maclaurin SeriesError Estimation Using Taylor's TheoremWhat is the bound on the error that is given by Taylor's inequality?What does the constant mean in Big O notation?Erroneously Finding the Lagrange Error BoundFind the value of $n$ such that the Maclaurin polynomial error is within a boundMaclaurin polynomial error boundsWhat does the $z$ mean in the Tangent Line Error Bound?
$begingroup$
I am trying to solve this problem which tells me to use the Tangent Line Error Bound. Using the formula for it, I ended up getting [(e^z)(x^2)]/2. How do I exactly use that to answer for the second part of the question? I figured I need to plug in x for -1 and 1 but I am stuck since I do not know what to do with the z. I would appreciate any help on this! Thanks!
taylor-expansion
asked 20 hours ago
NikoNiko
183
$endgroup$
add a comment |
$begingroup$
I am trying to solve this problem which tells me to use the Tangent Line Error Bound. Using the formula for it, I ended up getting [(e^z)(x^2)]/2. How do I exactly use that to answer for the second part of the question? I figured I need to plug in x for -1 and 1 but I am stuck since I do not know what to do with the z. I would appreciate any help on this! Thanks!
taylor-expansion
asked 20 hours ago
NikoNiko
183
$endgroup$
$begingroup$
Your answer makes no sense, since there is no $z$ in the problem. If you want your error explained, you will have to post your work.
$endgroup$
– saulspatz
20 hours ago
add a comment |
$begingroup$
I am trying to solve this problem which tells me to use the Tangent Line Error Bound. Using the formula for it, I ended up getting [(e^z)(x^2)]/2. How do I exactly use that to answer for the second part of the question? I figured I need to plug in x for -1 and 1 but I am stuck since I do not know what to do with the z. I would appreciate any help on this! Thanks!
taylor-expansion
asked 20 hours ago
NikoNiko
183
$endgroup$
I am trying to solve this problem which tells me to use the Tangent Line Error Bound. Using the formula for it, I ended up getting [(e^z)(x^2)]/2. How do I exactly use that to answer for the second part of the question? I figured I need to plug in x for -1 and 1 but I am stuck since I do not know what to do with the z. I would appreciate any help on this! Thanks!
taylor-expansion
taylor-expansion
asked 20 hours ago
NikoNiko
183
asked 20 hours ago
NikoNiko
183
asked 20 hours ago
NikoNiko
183
asked 20 hours ago
NikoNiko
183
asked 20 hours ago
NikoNiko
183
183
$begingroup$
Your answer makes no sense, since there is no $z$ in the problem. If you want your error explained, you will have to post your work.
$endgroup$
– saulspatz
20 hours ago
add a comment |
$begingroup$
Your answer makes no sense, since there is no $z$ in the problem. If you want your error explained, you will have to post your work.
$endgroup$
– saulspatz
20 hours ago
$begingroup$
Your answer makes no sense, since there is no $z$ in the problem. If you want your error explained, you will have to post your work.
$endgroup$
– saulspatz
20 hours ago
$begingroup$
Your answer makes no sense, since there is no $z$ in the problem. If you want your error explained, you will have to post your work.
$endgroup$
– saulspatz
20 hours ago
add a comment |
0
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$begingroup$
Your answer makes no sense, since there is no $z$ in the problem. If you want your error explained, you will have to post your work.
$endgroup$
– saulspatz
20 hours ago