Molecular Weight given Factor of standard solution Calculator

⤿

Number of Theoretical Plates and Capacity Factor

Important Formulae on Retention and Deviation

Relative and Adjusted Retention and Phase

✖Volume of Unknown Metal is its mass per unit volume. We can find the volume occupied by the given mass if we multiply by the density.ⓘ Volume of Unknown Metal [v′]			+10% -10%
✖Factor of Standard Solution the accurate weight of a substance in grams divided by the weight to be taken in grams.ⓘ Factor of Standard Solution [f_s]			+10% -10%
✖Percentage of Metal is the amount of required metal oxide present in 100 volume unit of the sample.ⓘ Percentage of Metal [Metal%]			+10% -10%
✖Weight of Brass is 8.55 times heavier than water for the same volume. One cubic foot of brass weighs 533 lbs.ⓘ Weight of Brass [W_brass]			+10% -10%

✖Molecular Weight is the mass of a given molecule.ⓘ Molecular Weight given Factor of standard solution [MW]

⎘ Copy

👎

Formula

✖

Molecular Weight given Factor of standard solution

Formula

`"MW" = ("v′"*"f"_{"s"}*"Metal%")/("W"_{"brass"}*1000)`

Example

`"9.714286g"=("50L"*"0.2"*"34")/("35g"*1000)`

Calculator

LaTeX

Reset

👍

Download Analytical chemistry Formula PDF PDF Image

Molecular Weight given Factor of standard solution Solution

STEP 0: Pre-Calculation Summary

Formula Used

Molecular Weight = (Volume of Unknown Metal*Factor of Standard Solution*Percentage of Metal)/(Weight of Brass*1000)
MW = (v′*f_s*Metal%)/(W_brass*1000)
This formula uses 5 Variables

Variables Used

Molecular Weight - (Measured in Kilogram) - Molecular Weight is the mass of a given molecule.
Volume of Unknown Metal - (Measured in Cubic Meter) - Volume of Unknown Metal is its mass per unit volume. We can find the volume occupied by the given mass if we multiply by the density.
Factor of Standard Solution - Factor of Standard Solution the accurate weight of a substance in grams divided by the weight to be taken in grams.
Percentage of Metal - Percentage of Metal is the amount of required metal oxide present in 100 volume unit of the sample.
Weight of Brass - (Measured in Kilogram) - Weight of Brass is 8.55 times heavier than water for the same volume. One cubic foot of brass weighs 533 lbs.

STEP 1: Convert Input(s) to Base Unit

Volume of Unknown Metal: 50 Liter --> 0.05 Cubic Meter (Check conversion here)
Factor of Standard Solution: 0.2 --> No Conversion Required
Percentage of Metal: 34 --> No Conversion Required
Weight of Brass: 35 Gram --> 0.035 Kilogram (Check conversion here)

STEP 2: Evaluate Formula

Substituting Input Values in Formula

MW = (v′*f_s*Metal%)/(W_brass*1000) --> (0.05*0.2*34)/(0.035*1000)

Evaluating ... ...

MW = 0.00971428571428572

STEP 3: Convert Result to Output's Unit

0.00971428571428572 Kilogram -->9.71428571428572 Gram (Check conversion here)

FINAL ANSWER

9.71428571428572 ≈ 9.714286 Gram <-- Molecular Weight

(Calculation completed in 00.004 seconds)

You are here -

Home » Chemistry » Analytical chemistry » Analytical Methods » Molecular Weight given Factor of standard solution

Credits

Created by Torsha_Paul

University of Calcutta (CU), Kolkata

Torsha_Paul has created this Calculator and 200+ more calculators!

Verified by Soupayan banerjee

National University of Judicial Science (NUJS), Kolkata

Soupayan banerjee has verified this Calculator and 800+ more calculators!

< 25 Analytical Methods Calculators

Volume of Unknown Metal given Factor of Standard Solution

Go Volume of Unknown Metal = (Factor of Standard Solution*Weight of Brass*1000)/(Molecular Weight*Percentage of Metal)

Molecular Weight given Factor of standard solution

Go Molecular Weight = (Volume of Unknown Metal*Factor of Standard Solution*Percentage of Metal)/(Weight of Brass*1000)

Weight of Brass given Factor of standard solution

Go Weight of Brass = (Molecular Weight*Volume of Unknown Metal*Percentage of Metal)/(Factor of Standard Solution*1000)

Factor of Standard solution

Go Factor of Standard Solution = (Molecular Weight*Volume of Unknown Metal*Percentage of Metal)/(Weight of Brass*1000)

Percentage Metal in Brass

Go Percentage of Metal = (Molecular Weight*Volume of Unknown Metal*Factor of Standard Solution)/(Weight of Brass*1000)

Concentration of Unknown Metal given Metal Oxide Percent

Go Strength of Unknown Metal = (Molecular Weight of Metal Oxide*Weight of Metal Oxide*25*100)/(1000*Percentage Metal oxide in Unknown Solid)

Percentage Metaloxide in Unknown Solid

Go Percentage Metal oxide in Unknown Solid = (Molecular Weight of Metal Oxide*Strength of Unknown Metal*25*100)/(1000*Weight of Metal Oxide)

Weight of Metal oxide given Percentage

Go Weight of Metal Oxide = (Molecular Weight of Metal Oxide*Strength of Unknown Metal*25*100)/(1000*Percentage Metal oxide in Unknown Solid)

Strength of Unknown Metal ion given Absorbance

Go Strength of Unknown Metal = (Absorbance of Unknown Metal/Absorbance of Known Metal)*Strength of Known Metal

Strength of Unknown Metal ion Solution

Go Strength of Known Metal = (Absorbance of Known Metal/Absorbance of Unknown Metal)*Strength of Unknown Metal

Absorbance of Unknown Metal

Go Absorbance of Unknown Metal = (Strength of Unknown Metal/Strength of Known Metal)*Absorbance of Known Metal

Absorbance of Known Metal

Go Absorbance of Known Metal = (Strength of Known Metal/Strength of Unknown Metal)*Absorbance of Unknown Metal

Hydrogen Concentration

Go Hydrogen Concentration = Total Ionic Concentration-Final Sodium Concentration+Initial Sodium Concentration

Strength of Standard EDTA

Go Strength of EDTA = (Weight of Metal Oxide*25)/(0.5475*Volume of Unknown Metal)*Strength of Unknown Metal

Magnesium Concentration given Hardness

Go Magnesium Concentration = (Total Hardness of Water-(2.497*Calcium Concentration))/4.118

Calcium Concentration given Hardness

Go Calcium Concentration = (Total Hardness of Water-(4.118*Magnesium Concentration))/2.497

Total Hardness

Go Total Hardness of Water = (2.497*Calcium Concentration)+(4.118*Magnesium Concentration)

Initial Sodium Hydroxide Concentration

Go Initial Sodium Concentration = Final Sodium Concentration-Potassium Concentration

Final Sodium Hydroxide Concentration

Go Final Sodium Concentration = Initial Sodium Concentration+Potassium Concentration

Potassium Estimation

Go Potassium Concentration = Final Sodium Concentration-Initial Sodium Concentration

Strength of Unknown Metal ion given Known Strength

Go Strength of Unknown Metal = (Strength of Known Metal*Volume of Unknown Metal)/25

Strength of known Metal ion given Unknown Strength

Go Strength of Known Metal = (Strength of Unknown Metal*25)/Volume of Unknown Metal

Volume of Unknown Metal

Go Volume of Unknown Metal = (Strength of Unknown Metal*25)/Strength of Known Metal

Total Concentration of Potassium and Hydrogen

Go Total Ionic Concentration = Hydrogen Concentration+Potassium Concentration

Strength of EDTA given Concentration of Zinc

Go Strength of EDTA = Final Zinc Concentration-Initial Zinc Concentration

Molecular Weight given Factor of standard solution Formula

Molecular Weight = (Volume of Unknown Metal*Factor of Standard Solution*Percentage of Metal)/(Weight of Brass*1000)
MW = (v′*f_s*Metal%)/(W_brass*1000)

What is the difference between fugacity and activity?

The difference is the ideal fluid used as the reference. In fugacity coefficient, the reference is ideal gas, while in activity coefficient, the reference is ideal solution. Within the same idea, the excess property is the difference between a property with its value at ideal solution condition.

How to Calculate Molecular Weight given Factor of standard solution?

Molecular Weight given Factor of standard solution calculator uses Molecular Weight = (Volume of Unknown Metal*Factor of Standard Solution*Percentage of Metal)/(Weight of Brass*1000) to calculate the Molecular Weight, Molecular Weight given Factor of standard solution is the the mass of a molecule that may be calculated as the sum of the atomic weights of its constituent atoms. Molecular Weight is denoted by MW symbol.

How to calculate Molecular Weight given Factor of standard solution using this online calculator? To use this online calculator for Molecular Weight given Factor of standard solution, enter Volume of Unknown Metal (v′), Factor of Standard Solution (f_s), Percentage of Metal (Metal%) & Weight of Brass (W_brass) and hit the calculate button. Here is how the Molecular Weight given Factor of standard solution calculation can be explained with given input values -> 9714.286 = (0.05*0.2*34)/(0.035*1000).

FAQ

What is Molecular Weight given Factor of standard solution?

Molecular Weight given Factor of standard solution is the the mass of a molecule that may be calculated as the sum of the atomic weights of its constituent atoms and is represented as MW = (v′*f_s*Metal%)/(W_brass*1000) or Molecular Weight = (Volume of Unknown Metal*Factor of Standard Solution*Percentage of Metal)/(Weight of Brass*1000). Volume of Unknown Metal is its mass per unit volume. We can find the volume occupied by the given mass if we multiply by the density, Factor of Standard Solution the accurate weight of a substance in grams divided by the weight to be taken in grams, Percentage of Metal is the amount of required metal oxide present in 100 volume unit of the sample & Weight of Brass is 8.55 times heavier than water for the same volume. One cubic foot of brass weighs 533 lbs.

How to calculate Molecular Weight given Factor of standard solution?

Molecular Weight given Factor of standard solution is the the mass of a molecule that may be calculated as the sum of the atomic weights of its constituent atoms is calculated using Molecular Weight = (Volume of Unknown Metal*Factor of Standard Solution*Percentage of Metal)/(Weight of Brass*1000). To calculate Molecular Weight given Factor of standard solution, you need Volume of Unknown Metal (v′), Factor of Standard Solution (f_s), Percentage of Metal (Metal%) & Weight of Brass (W_brass). With our tool, you need to enter the respective value for Volume of Unknown Metal, Factor of Standard Solution, Percentage of Metal & Weight of Brass and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

Home

FREE PDFs

🔍 Search