Equation with CDF ~ Normal (0,1) The 2019 Stack Overflow Developer Survey Results Are In ...
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Equation with CDF ~ Normal (0,1)
The 2019 Stack Overflow Developer Survey Results Are In
Announcing the arrival of Valued Associate #679: Cesar Manara
Planned maintenance scheduled April 17/18, 2019 at 00:00UTC (8:00pm US/Eastern)Mentally Estimating the Normal CDFNormal distributions with errorsTail inequalities for multivariate normal distributionDirect computation of $operatorname{log}(operatorname{cdf})$ for a normal distributionInverse standard normal CDFbayesian posterior of truncated normal distribution with uniform priorsolving/approximating integral of lognormal cdfSimplifying integral involving normal distribution density.Express integral in terms of CDF of standard normal variableQuestion involving expectation and standard normal CDF
$begingroup$
I need to solve this type of an equation:
$CDF$ - Cumulitive Distribution Funtion of Standard Normal Distribution (0,1).
$CDF^-$ - Inverse of CDF
$K$ - constant
$$CDF(CDF^-(X)+3) - X = K$$
First of all, I need to express analitically for X and then solve it.
More specifically, now I have in Excel X as input, and using this formula:
K = NORM.S.DIST(NORM.S.INV(X)+3;1)-X,
I find K. But need also being able to compute with one formula for X having K as input.
normal-distribution
$endgroup$
add a comment |
$begingroup$
I need to solve this type of an equation:
$CDF$ - Cumulitive Distribution Funtion of Standard Normal Distribution (0,1).
$CDF^-$ - Inverse of CDF
$K$ - constant
$$CDF(CDF^-(X)+3) - X = K$$
First of all, I need to express analitically for X and then solve it.
More specifically, now I have in Excel X as input, and using this formula:
K = NORM.S.DIST(NORM.S.INV(X)+3;1)-X,
I find K. But need also being able to compute with one formula for X having K as input.
normal-distribution
$endgroup$
add a comment |
$begingroup$
I need to solve this type of an equation:
$CDF$ - Cumulitive Distribution Funtion of Standard Normal Distribution (0,1).
$CDF^-$ - Inverse of CDF
$K$ - constant
$$CDF(CDF^-(X)+3) - X = K$$
First of all, I need to express analitically for X and then solve it.
More specifically, now I have in Excel X as input, and using this formula:
K = NORM.S.DIST(NORM.S.INV(X)+3;1)-X,
I find K. But need also being able to compute with one formula for X having K as input.
normal-distribution
$endgroup$
I need to solve this type of an equation:
$CDF$ - Cumulitive Distribution Funtion of Standard Normal Distribution (0,1).
$CDF^-$ - Inverse of CDF
$K$ - constant
$$CDF(CDF^-(X)+3) - X = K$$
First of all, I need to express analitically for X and then solve it.
More specifically, now I have in Excel X as input, and using this formula:
K = NORM.S.DIST(NORM.S.INV(X)+3;1)-X,
I find K. But need also being able to compute with one formula for X having K as input.
normal-distribution
normal-distribution
asked Mar 22 at 20:53
MikhailMikhail
12
12
add a comment |
add a comment |
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