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Value of 'x2' Bounded to Variate 'Xt' influences the limits about the calculated value between which the true value can be said to lie. Check FAQs
x2=xT-fc⋅Se
x2 - Value of 'x2' Bounded to Variate 'Xt'?xT - Variate 'X' with a Recurrence Interval?fc - Function of Confidence Probability?Se - Probable Error?

Equation for Confidence Interval of Variate Bounded by x2 Example

With values
With units
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Here is how the Equation for Confidence Interval of Variate Bounded by x2 equation looks like with Values.

Here is how the Equation for Confidence Interval of Variate Bounded by x2 equation looks like with Units.

Here is how the Equation for Confidence Interval of Variate Bounded by x2 equation looks like.

6.43Edit=9.43Edit-15Edit⋅0.2Edit
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HomeIcon Home » Category Engineering » Category Civil » Category Engineering Hydrology » fx Equation for Confidence Interval of Variate Bounded by x2

Equation for Confidence Interval of Variate Bounded by x2 Solution

Follow our step by step solution on how to calculate Equation for Confidence Interval of Variate Bounded by x2?

FIRST Step Consider the formula
x2=xT-fc⋅Se
Next Step Substitute values of Variables
∴ x2=9.43-15⋅0.2
Next Step Prepare to Evaluate
∴ x2=9.43-15⋅0.2
LAST Step Evaluate
∴x2=6.43

Equation for Confidence Interval of Variate Bounded by x2 Formula Elements

Variables
Value of 'x2' Bounded to Variate 'Xt'
Value of 'x2' Bounded to Variate 'Xt' influences the limits about the calculated value between which the true value can be said to lie.
Symbol: x2
Measurement: NAUnit: Unitless
Note: Value should be greater than 0.
Formulas to find Value of 'x2' Bounded to Variate 'Xt'Open Variable
Variate 'X' with a Recurrence Interval
Variate 'X' with a Recurrence Interval of a random hydrologic series with a return period.
Symbol: xT
Measurement: NAUnit: Unitless
Note: Value should be greater than 0.
Formulas to find Variate 'X' with a Recurrence IntervalOpen Variable
Function of Confidence Probability
Function of Confidence Probability defined by normal variates.
Symbol: fc
Measurement: NAUnit: Unitless
Note: Value should be greater than 0.
Formulas to find Function of Confidence ProbabilityOpen Variable
Probable Error
Probable Error is the half-range of an interval about a central point for the distribution and in Gumbel's method it defines the range of effective measurement increments.
Symbol: Se
Measurement: NAUnit: Unitless
Note: Value can be positive or negative.
Formulas to find Probable ErrorOpen Variable

Other Formulas to find Value of 'x2' Bounded to Variate 'Xt'

​Go Confidence Interval of Variate Bounded by X2
x2=xT+fc⋅Se

Other formulas in Confidence Limits category

​Go Probable Error
Se=b⋅(σn-1N)
​Go Sample Size when Probable Error is Considered
N=(b⋅σn-1Se)2
​Go Variate 'b' given Probable Error
b=Se⋅Nσn-1
​Go Equation for Variate 'b' using Frequency Factor
b=1+(1.3⋅Kz)+(1.1⋅Kz2)

How to Evaluate Equation for Confidence Interval of Variate Bounded by x2?

Equation for Confidence Interval of Variate Bounded by x2 evaluator uses Value of 'x2' Bounded to Variate 'Xt' = Variate 'X' with a Recurrence Interval-Function of Confidence Probability*Probable Error to evaluate the Value of 'x2' Bounded to Variate 'Xt', The Equation for Confidence Interval of Variate Bounded by x2 formula is defined as the limits of the calculated value between which the true value can be said to lie with a specific probability based on sampling errors. Value of 'x2' Bounded to Variate 'Xt' is denoted by x2 symbol.

How to evaluate Equation for Confidence Interval of Variate Bounded by x2 using this online evaluator? To use this online evaluator for Equation for Confidence Interval of Variate Bounded by x2, enter Variate 'X' with a Recurrence Interval (xT), Function of Confidence Probability (fc) & Probable Error (Se) and hit the calculate button.

FAQs on Equation for Confidence Interval of Variate Bounded by x2

What is the formula to find Equation for Confidence Interval of Variate Bounded by x2?
The formula of Equation for Confidence Interval of Variate Bounded by x2 is expressed as Value of 'x2' Bounded to Variate 'Xt' = Variate 'X' with a Recurrence Interval-Function of Confidence Probability*Probable Error. Here is an example- 6.428 = 9.43-15*0.2.
How to calculate Equation for Confidence Interval of Variate Bounded by x2?
With Variate 'X' with a Recurrence Interval (xT), Function of Confidence Probability (fc) & Probable Error (Se) we can find Equation for Confidence Interval of Variate Bounded by x2 using the formula - Value of 'x2' Bounded to Variate 'Xt' = Variate 'X' with a Recurrence Interval-Function of Confidence Probability*Probable Error.
What are the other ways to Calculate Value of 'x2' Bounded to Variate 'Xt'?
Here are the different ways to Calculate Value of 'x2' Bounded to Variate 'Xt'-
  • Value of 'x2' Bounded to Variate 'Xt'=Variate 'X' with a Recurrence Interval+Function of Confidence Probability*Probable ErrorOpenImg
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