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Volume at Temperature t Degree Celsius by Charles's law Calculator

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✖The Volume at Zero Degree Celsius is the amount of space that a gaseous substance occupies or that is enclosed within a container at 0 °C.ⓘ Volume at Zero Degree Celsius [V₀]			+10% -10%
✖The Temperature in Degree Celsius is the measure of the hotness or coldness on the celsius scale. Degree Celsius is a unit to indicate a difference or range between two temperatures.ⓘ Temperature in Degree Celsius [t]			+10% -10%

✖The Volume at given Temperature is the amount of space that a gaseous substance occupies or that is enclosed within a container at a specific temperature.ⓘ Volume at Temperature t Degree Celsius by Charles's law [V_t]

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Volume at Temperature t Degree Celsius by Charles's law Solution

STEP 0: Pre-Calculation Summary

Formula Used

Volume at given Temperature = Volume at Zero Degree Celsius*((273+Temperature in Degree Celsius)/273)
V_t = V₀*((273+t)/273)
This formula uses 3 Variables

Variables Used

Volume at given Temperature - (Measured in Cubic Meter) - The Volume at given Temperature is the amount of space that a gaseous substance occupies or that is enclosed within a container at a specific temperature.
Volume at Zero Degree Celsius - (Measured in Cubic Meter) - The Volume at Zero Degree Celsius is the amount of space that a gaseous substance occupies or that is enclosed within a container at 0 °C.
Temperature in Degree Celsius - (Measured in Kelvin) - The Temperature in Degree Celsius is the measure of the hotness or coldness on the celsius scale. Degree Celsius is a unit to indicate a difference or range between two temperatures.

STEP 1: Convert Input(s) to Base Unit

Volume at Zero Degree Celsius: 7.1 Liter --> 0.0071 Cubic Meter (Check conversion here)
Temperature in Degree Celsius: 53 Celsius --> 326.15 Kelvin (Check conversion here)

STEP 2: Evaluate Formula

Substituting Input Values in Formula

V_t = V₀*((273+t)/273) --> 0.0071*((273+326.15)/273)

Evaluating ... ...

V_t = 0.0155822893772894

STEP 3: Convert Result to Output's Unit

0.0155822893772894 Cubic Meter -->15.5822893772894 Liter (Check conversion here)

FINAL ANSWER

15.5822893772894 ≈ 15.58229 Liter <-- Volume at given Temperature

(Calculation completed in 00.004 seconds)

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< Charle's Law Calculators

Temperature in Degree Celsius by Charles's Law

LaTeX Go Temperature in Degree Celsius = (Volume at given Temperature-Volume at Zero Degree Celsius)/(Volume at Zero Degree Celsius/273)

Initial Volume by Charles's law

LaTeX Go Initial Volume of Gas = (Final Volume of Gas/Final Temperature of Gas for Charles's law)*Initial Temperature of Gas

Volume at Temperature 0 Degree Celsius from Charles's Law

LaTeX Go Volume at Zero Degree Celsius = Volume at given Temperature/((273+Temperature in Degree Celsius)/273)

Volume at Temperature t Degree Celsius by Charles's law

LaTeX Go Volume at given Temperature = Volume at Zero Degree Celsius*((273+Temperature in Degree Celsius)/273)

< Important Formulas of Gaseous State Calculators

Final Number of Moles of Gas by Avogadro's Law

LaTeX Go Final Moles of Gas = Final Volume of Gas/(Initial Volume of Gas/Initial Moles of Gas)

Final Volume of Gas by Avogadro's Law

LaTeX Go Final Volume of Gas = (Initial Volume of Gas/Initial Moles of Gas)*Final Moles of Gas

Mass of Molecule of Substance using Avogadro's Number

LaTeX Go Mass of 1 Molecule of Substance = Molar Mass/[Avaga-no]

Mass of Atom of Element using Avogadro's Number

LaTeX Go Mass of 1 Atom of Element = Gram Atomic Mass/[Avaga-no]

Volume at Temperature t Degree Celsius by Charles's law Formula

LaTeX Go

Volume at given Temperature = Volume at Zero Degree Celsius*((273+Temperature in Degree Celsius)/273)
V_t = V₀*((273+t)/273)

What is Charles's law?

Charles's law (also known as the law of volumes) is an experimental gas law that describes how gases tend to expand when heated. When the pressure on a sample of a dry gas is held constant, the Kelvin temperature and the volume will be in direct proportion. This law describes how a gas expands as the temperature increases; conversely, a decrease in temperature will lead to a decrease in volume.

How to Calculate Volume at Temperature t Degree Celsius by Charles's law?

Volume at Temperature t Degree Celsius by Charles's law calculator uses Volume at given Temperature = Volume at Zero Degree Celsius*((273+Temperature in Degree Celsius)/273) to calculate the Volume at given Temperature, The Volume at temperature t degree celsius by Charles's law formula is defined as the volume of a fixed mass of dry gas that increases or decreases by 1⁄273 times the volume at 0 °C for every 1 °C rise or fall in temperature. Volume at given Temperature is denoted by V_t symbol.

How to calculate Volume at Temperature t Degree Celsius by Charles's law using this online calculator? To use this online calculator for Volume at Temperature t Degree Celsius by Charles's law, enter Volume at Zero Degree Celsius (V₀) & Temperature in Degree Celsius (t) and hit the calculate button. Here is how the Volume at Temperature t Degree Celsius by Charles's law calculation can be explained with given input values -> 15582.29 = 0.0071*((273+326.15)/273).

FAQ

What is Volume at Temperature t Degree Celsius by Charles's law?

The Volume at temperature t degree celsius by Charles's law formula is defined as the volume of a fixed mass of dry gas that increases or decreases by 1⁄273 times the volume at 0 °C for every 1 °C rise or fall in temperature and is represented as V_t = V₀*((273+t)/273) or Volume at given Temperature = Volume at Zero Degree Celsius*((273+Temperature in Degree Celsius)/273). The Volume at Zero Degree Celsius is the amount of space that a gaseous substance occupies or that is enclosed within a container at 0 °C & The Temperature in Degree Celsius is the measure of the hotness or coldness on the celsius scale. Degree Celsius is a unit to indicate a difference or range between two temperatures.

How to calculate Volume at Temperature t Degree Celsius by Charles's law?

The Volume at temperature t degree celsius by Charles's law formula is defined as the volume of a fixed mass of dry gas that increases or decreases by 1⁄273 times the volume at 0 °C for every 1 °C rise or fall in temperature is calculated using Volume at given Temperature = Volume at Zero Degree Celsius*((273+Temperature in Degree Celsius)/273). To calculate Volume at Temperature t Degree Celsius by Charles's law, you need Volume at Zero Degree Celsius (V₀) & Temperature in Degree Celsius (t). With our tool, you need to enter the respective value for Volume at Zero Degree Celsius & Temperature in Degree Celsius and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

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