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Mass of Second Analyte according to Scaling Equation Formula

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Mass of Analyte 2 is the weight of the sample in comparison with the other sample. Check FAQs

M 2nd = ({(\frac{R 2}{R 1})}^{2}) \cdot M 1

M_2nd - Mass of Analyte 2?R₂ - Radius of 2nd column?R₁ - Radius of 1st column?M₁ - Mass of 1st analyte?

Mass of Second Analyte according to Scaling Equation Example

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Here is how the Mass of Second Analyte according to Scaling Equation equation looks like with Values.

Here is how the Mass of Second Analyte according to Scaling Equation equation looks like with Units.

Here is how the Mass of Second Analyte according to Scaling Equation equation looks like.

2.2222 = ({(\frac{2}{3})}^{2}) \cdot 5

2.2222g = ({(\frac{2m}{3m})}^{2}) \cdot 5g

2.2222 = ({(\frac{2}{3})}^{2}) \cdot 5

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Mass of Second Analyte according to Scaling Equation Solution

Follow our step by step solution on how to calculate Mass of Second Analyte according to Scaling Equation?

FIRST Step Consider the formula

M 2nd = ({(\frac{R 2}{R 1})}^{2}) \cdot M 1

Next Step Substitute values of Variables

∴

M 2nd = ({(\frac{2m}{3m})}^{2}) \cdot 5g

Next Step Convert Units

∴

M 2nd = ({(\frac{2m}{3m})}^{2}) \cdot 0.005kg

Next Step Prepare to Evaluate

∴

M 2nd = ({(\frac{2}{3})}^{2}) \cdot 0.005

Next Step Evaluate

∴

M 2nd = 0.00222222222222222kg

Next Step Convert to Output's Unit

∴

M 2nd = 2.22222222222222g

LAST Step Rounding Answer

∴

M 2nd = 2.2222g

Mass of Second Analyte according to Scaling Equation Formula Elements

Variables

Mass of Analyte 2

Mass of Analyte 2 is the weight of the sample in comparison with the other sample.

Symbol: M_2nd

Measurement: WeightUnit: g

Note: Value can be positive or negative.

Formulas to find Mass of Analyte 2

Radius of 2nd column

The Radius of 2nd column is the cross-section measurement of the column in comparison with another column.

Symbol: R₂

Measurement: LengthUnit: m

Note: Value can be positive or negative.

Formulas to find Radius of 2nd column

Radius of 1st column

The Radius of 1st column is the cross-section measurement of the column in comparison with another column.

Symbol: R₁

Measurement: LengthUnit: m

Note: Value can be positive or negative.

Formulas to find Radius of 1st column

Mass of 1st analyte

The Mass of 1st analyte is the weight of the sample in comparison with the other sample.

Symbol: M₁

Measurement: WeightUnit: g

Note: Value can be positive or negative.

Formulas to find Mass of 1st analyte

Other formulas in Scaling Equation category

Go Adjusted Retention Time given Retention Time

t' RT = (t r - t m)

Go Average Width of Peak given Resolution and Change in Retention Time

w av_RT = (\frac{Δt r}{R})

Go Retention Time given Capacity Factor

T cf = t m \cdot (k c + 1)

Go Width of Peak given Number of Theoretical Plates and Retention Time

w NPandRT = \frac{4 \cdot t r}{\sqrt{N TP}}

How to Evaluate Mass of Second Analyte according to Scaling Equation?

Mass of Second Analyte according to Scaling Equation evaluator uses Mass of Analyte 2 = ((Radius of 2nd column/Radius of 1st column)^2)*Mass of 1st analyte to evaluate the Mass of Analyte 2, The Mass of second analyte according to scaling equation formula is defined as the product of comparison between the radius of the two-column to the mass of the first analyte. Mass of Analyte 2 is denoted by M_2nd symbol.

How to evaluate Mass of Second Analyte according to Scaling Equation using this online evaluator? To use this online evaluator for Mass of Second Analyte according to Scaling Equation, enter Radius of 2nd column (R₂), Radius of 1st column (R₁) & Mass of 1st analyte (M₁) and hit the calculate button.

FAQs on Mass of Second Analyte according to Scaling Equation

What is the formula to find Mass of Second Analyte according to Scaling Equation?

The formula of Mass of Second Analyte according to Scaling Equation is expressed as Mass of Analyte 2 = ((Radius of 2nd column/Radius of 1st column)^2)*Mass of 1st analyte. Here is an example- 2222.222 = ((2/3)^2)*0.005.

How to calculate Mass of Second Analyte according to Scaling Equation?

With Radius of 2nd column (R₂), Radius of 1st column (R₁) & Mass of 1st analyte (M₁) we can find Mass of Second Analyte according to Scaling Equation using the formula - Mass of Analyte 2 = ((Radius of 2nd column/Radius of 1st column)^2)*Mass of 1st analyte.

Can the Mass of Second Analyte according to Scaling Equation be negative?

Yes, the Mass of Second Analyte according to Scaling Equation, measured in Weight can be negative.

Which unit is used to measure Mass of Second Analyte according to Scaling Equation?

Mass of Second Analyte according to Scaling Equation is usually measured using the Gram[g] for Weight. Kilogram[g], Milligram[g], Ton (Metric)[g] are the few other units in which Mass of Second Analyte according to Scaling Equation can be measured.

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Mass of Second Analyte according to Scaling Equation Formula

Mass of Second Analyte according to Scaling Equation Example

Mass of Second Analyte according to Scaling Equation Solution

Mass of Second Analyte according to Scaling Equation Formula Elements

Other formulas in Scaling Equation category

How to Evaluate Mass of Second Analyte according to Scaling Equation?

FAQs on Mass of Second Analyte according to Scaling Equation

Variable Name