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Factor to adjust for Quantum Effects given Air Trips between i and j Formula

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Factor to Adjust for Quantum Effects, such as new surface links. Check FAQs

Q ij = (\frac{F ij}{P i \cdot P j}) - x - (β \cdot t)

Q_ij - Factor to Adjust for Quantum Effects?F_ij - Air Trips between i and j?P_i - Population of Origin City?P_j - Population of Destination City?x - Calibrated Constant?β - Country Pair Relation Index?t - Number of Years?

Factor to adjust for Quantum Effects given Air Trips between i and j Example

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Here is how the Factor to adjust for Quantum Effects given Air Trips between i and j equation looks like with Values.

Here is how the Factor to adjust for Quantum Effects given Air Trips between i and j equation looks like with Units.

Here is how the Factor to adjust for Quantum Effects given Air Trips between i and j equation looks like.

9.99 = (\frac{12000}{60 \cdot 16}) - 2 - (0.1 \cdot 5.1)

9.99 = (\frac{12000}{60 \cdot 16}) - 2 - (0.1 \cdot 5.1)

9.99 = (\frac{12000}{60 \cdot 16}) - 2 - (0.1 \cdot 5.1)

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Factor to adjust for Quantum Effects given Air Trips between i and j Solution

Follow our step by step solution on how to calculate Factor to adjust for Quantum Effects given Air Trips between i and j?

FIRST Step Consider the formula

Q ij = (\frac{F ij}{P i \cdot P j}) - x - (β \cdot t)

Next Step Substitute values of Variables

∴

Q ij = (\frac{12000}{60 \cdot 16}) - 2 - (0.1 \cdot 5.1)

Next Step Prepare to Evaluate

∴

Q ij = (\frac{12000}{60 \cdot 16}) - 2 - (0.1 \cdot 5.1)

LAST Step Evaluate

∴

Q ij = 9.99

Factor to adjust for Quantum Effects given Air Trips between i and j Formula Elements

Variables

Factor to Adjust for Quantum Effects

Factor to Adjust for Quantum Effects, such as new surface links.

Symbol: Q_ij

Measurement: NAUnit: Unitless

Note: Value can be positive or negative.

Formulas to find Factor to Adjust for Quantum Effects

Air Trips between i and j

Air Trips between i and j is defined as the total number of air trips between the origin city and destination city.

Symbol: F_ij

Measurement: NAUnit: Unitless

Note: Value can be positive or negative.

Formulas to find Air Trips between i and j

Population of Origin City

Population of Origin City is the whole number of people or inhabitants in the origin city.

Symbol: P_i

Measurement: NAUnit: Unitless

Note: Value can be positive or negative.

Formulas to find Population of Origin City

Population of Destination City

Population of Destination City is the whole number of people or inhabitants in the destination city.

Symbol: P_j

Measurement: NAUnit: Unitless

Note: Value can be positive or negative.

Formulas to find Population of Destination City

Calibrated Constant

Calibrated Constant. Calibration is the process of configuring an instrument to provide a result for a sample within an acceptable range.

Symbol: x

Measurement: NAUnit: Unitless

Note: Value can be positive or negative.

Formulas to find Calibrated Constant

Country Pair Relation Index

Country Pair Relation Index in a mode-specific time trend analysis produced by the Canadian Transport Commission.

Symbol: β

Measurement: NAUnit: Unitless

Note: Value can be positive or negative.

Formulas to find Country Pair Relation Index

Number of Years

The number of years is the total period for which the certificate of deposit is done.

Symbol: t

Measurement: NAUnit: Unitless

Note: Value can be positive or negative.

Formulas to find Number of Years

Other formulas in Generation Distribution Models category

Go Air Trips between i and j

F ij = (P i \cdot P j) \cdot (x + (β \cdot t) + (Q ij))

Go Population at i given Air Trips between i and j

P i = \frac{F ij}{(x + (β \cdot t) + (Q ij)) \cdot P j}

How to Evaluate Factor to adjust for Quantum Effects given Air Trips between i and j?

Factor to adjust for Quantum Effects given Air Trips between i and j evaluator uses Factor to Adjust for Quantum Effects = (Air Trips between i and j/(Population of Origin City*Population of Destination City))-Calibrated Constant-(Country Pair Relation Index*Number of Years) to evaluate the Factor to Adjust for Quantum Effects, Factor to adjust for Quantum Effects given Air Trips between i and j is defined as factor for adjustment of quantum between air travel between origin and destination cities. Factor to Adjust for Quantum Effects is denoted by Q_ij symbol.

How to evaluate Factor to adjust for Quantum Effects given Air Trips between i and j using this online evaluator? To use this online evaluator for Factor to adjust for Quantum Effects given Air Trips between i and j, enter Air Trips between i and j (F_ij), Population of Origin City (P_i), Population of Destination City (P_j), Calibrated Constant (x), Country Pair Relation Index (β) & Number of Years (t) and hit the calculate button.

FAQs on Factor to adjust for Quantum Effects given Air Trips between i and j

What is the formula to find Factor to adjust for Quantum Effects given Air Trips between i and j?

The formula of Factor to adjust for Quantum Effects given Air Trips between i and j is expressed as Factor to Adjust for Quantum Effects = (Air Trips between i and j/(Population of Origin City*Population of Destination City))-Calibrated Constant-(Country Pair Relation Index*Number of Years). Here is an example- 9.99 = (12000/(60*16))-2-(0.1*5.1).

How to calculate Factor to adjust for Quantum Effects given Air Trips between i and j?

With Air Trips between i and j (F_ij), Population of Origin City (P_i), Population of Destination City (P_j), Calibrated Constant (x), Country Pair Relation Index (β) & Number of Years (t) we can find Factor to adjust for Quantum Effects given Air Trips between i and j using the formula - Factor to Adjust for Quantum Effects = (Air Trips between i and j/(Population of Origin City*Population of Destination City))-Calibrated Constant-(Country Pair Relation Index*Number of Years).

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Factor to adjust for Quantum Effects given Air Trips between i and j Formula

Factor to adjust for Quantum Effects given Air Trips between i and j Example

Factor to adjust for Quantum Effects given Air Trips between i and j Solution

Factor to adjust for Quantum Effects given Air Trips between i and j Formula Elements

Other formulas in Generation Distribution Models category

How to Evaluate Factor to adjust for Quantum Effects given Air Trips between i and j?

FAQs on Factor to adjust for Quantum Effects given Air Trips between i and j

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