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Concentration of Product C given kf and kb Formula

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Concentration of Product C at Equilibrium is defined as the amount (in moles/ liter) of product C that is formed when a chemical reaction system is at equilibrium. Check FAQs

[C] eq = \frac{k f'}{k b'} \cdot (\frac{[A] eq \cdot [B] eq}{[D] eq})

[C]_eq - Concentration of Product C at Equilibrium?k_f' - Forward Reaction Rate Constant for 2nd Order?k_b' - Backward Reaction Rate Constant for 2nd Order?[A]_eq - Concentration of Reactant A at Equilibrium?[B]_eq - Concentration of Reactant B at Equilibrium?[D]_eq - Concentration of Product D at Equilibrium?

Concentration of Product C given kf and kb Example

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Here is how the Concentration of Product C given kf and kb equation looks like with Values.

Here is how the Concentration of Product C given kf and kb equation looks like with Units.

Here is how the Concentration of Product C given kf and kb equation looks like.

19.5076 = \frac{0.0062}{0.0004} \cdot (\frac{0.6 \cdot 0.7}{0.352})

19.5076mol/L = \frac{0.0062L/(mol*s)}{0.0004L/(mol*s)} \cdot (\frac{0.6mol/L \cdot 0.7mol/L}{0.352mol/L})

19.5076 = \frac{0.0062}{0.0004} \cdot (\frac{0.6 \cdot 0.7}{0.352})

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Concentration of Product C given kf and kb Solution

Follow our step by step solution on how to calculate Concentration of Product C given kf and kb?

FIRST Step Consider the formula

[C] eq = \frac{k f'}{k b'} \cdot (\frac{[A] eq \cdot [B] eq}{[D] eq})

Next Step Substitute values of Variables

∴

[C] eq = \frac{0.0062L/(mol*s)}{0.0004L/(mol*s)} \cdot (\frac{0.6mol/L \cdot 0.7mol/L}{0.352mol/L})

Next Step Convert Units

∴

[C] eq = \frac{6.2E-6m³/(mol*s)}{3.8E-7m³/(mol*s)} \cdot (\frac{600mol/m³ \cdot 700mol/m³}{352mol/m³})

Next Step Prepare to Evaluate

∴

[C] eq = \frac{6.2E-6}{3.8E-7} \cdot (\frac{600 \cdot 700}{352})

Next Step Evaluate

∴

[C] eq = 19507.5757575758mol/m³

Next Step Convert to Output's Unit

∴

[C] eq = 19.5075757575758mol/L

LAST Step Rounding Answer

∴

[C] eq = 19.5076mol/L

Concentration of Product C given kf and kb Formula Elements

Variables

Concentration of Product C at Equilibrium

Concentration of Product C at Equilibrium is defined as the amount (in moles/ liter) of product C that is formed when a chemical reaction system is at equilibrium.

Symbol: [C]_eq

Measurement: Molar ConcentrationUnit: mol/L

Note: Value should be greater than 0.

Formulas to find Concentration of Product C at Equilibrium

Forward Reaction Rate Constant for 2nd Order

Forward Reaction Rate Constant for 2nd Order is used to define the relationship between the molar concentration of the reactants and the rate of the chemical reaction in forward direction.

Symbol: k_f'

Measurement: Second Order Reaction Rate ConstantUnit: L/(mol*s)

Note: Value should be greater than 0.

Formulas to find Forward Reaction Rate Constant for 2nd Order

Backward Reaction Rate Constant for 2nd Order

Backward Reaction Rate Constant for 2nd Order is the proportionality constant relating the rate of the chemical reaction to the conc. of reactant or product in a backward reaction.

Symbol: k_b'

Measurement: Second Order Reaction Rate ConstantUnit: L/(mol*s)

Note: Value should be greater than 0.

Formulas to find Backward Reaction Rate Constant for 2nd Order

Concentration of Reactant A at Equilibrium

Concentration of Reactant A at Equilibrium is defined as the amount ( in moles/liter) of the reactant A present in a chemical reaction system at equilibrium.

Symbol: [A]_eq

Measurement: Molar ConcentrationUnit: mol/L

Note: Value should be greater than 0.

Formulas to find Concentration of Reactant A at Equilibrium

Concentration of Reactant B at Equilibrium

Concentration of Reactant B at Equilibrium is defined as the amount ( in moles/ liter) of the reactant B present in a chemical reaction system at equilibrium.

Symbol: [B]_eq

Measurement: Molar ConcentrationUnit: mol/L

Note: Value should be greater than 0.

Formulas to find Concentration of Reactant B at Equilibrium

Concentration of Product D at Equilibrium

Concentration of Product D at Equilibrium is defined as the amount ( in moles/liter) of the product D that is formed in a chemical reaction system at equilibrium.

Symbol: [D]_eq

Measurement: Molar ConcentrationUnit: mol/L

Note: Value should be greater than 0.

Formulas to find Concentration of Product D at Equilibrium

Other formulas in Microscopic Reversibility category

Go Product Conc for 1st Order Opposed by 1st Order Rxn given Initial Conc of B greater than 0

x = x eq \cdot (1 - \exp (- k f \cdot (\frac{A 0 + B 0}{B 0 + x eq}) \cdot t))

Go Product Conc of First Order Opposed by First Order Reaction given Initial Conc of Reactant

x = x eq \cdot (1 - \exp (- k f \cdot t \cdot (\frac{A 0}{x eq})))

Go Product Concentration of 1st Order Opposed by 1st Order Reaction at given Time t

x = x eq \cdot (1 - \exp (- (k f + k b) \cdot t))

Go Reactant Concentration at given Time t

A = A 0 \cdot (\frac{k f}{k f + k b}) \cdot ((\frac{k b}{k f}) + \exp (- (k f + k b) \cdot t))

How to Evaluate Concentration of Product C given kf and kb?

Concentration of Product C given kf and kb evaluator uses Concentration of Product C at Equilibrium = Forward Reaction Rate Constant for 2nd Order/Backward Reaction Rate Constant for 2nd Order*((Concentration of Reactant A at Equilibrium*Concentration of Reactant B at Equilibrium)/Concentration of Product D at Equilibrium) to evaluate the Concentration of Product C at Equilibrium, The Concentration of Product C given kf and kb formula is defined as amount ( in moles/liter) of the product C that is present at equilibrium in a microscopic reversible system. Concentration of Product C at Equilibrium is denoted by [C]_eq symbol.

How to evaluate Concentration of Product C given kf and kb using this online evaluator? To use this online evaluator for Concentration of Product C given kf and kb, enter Forward Reaction Rate Constant for 2nd Order (k_f'), Backward Reaction Rate Constant for 2nd Order (k_b'), Concentration of Reactant A at Equilibrium ([A]_eq), Concentration of Reactant B at Equilibrium ([B]_eq) & Concentration of Product D at Equilibrium ([D]_eq) and hit the calculate button.

FAQs on Concentration of Product C given kf and kb

What is the formula to find Concentration of Product C given kf and kb?

The formula of Concentration of Product C given kf and kb is expressed as Concentration of Product C at Equilibrium = Forward Reaction Rate Constant for 2nd Order/Backward Reaction Rate Constant for 2nd Order*((Concentration of Reactant A at Equilibrium*Concentration of Reactant B at Equilibrium)/Concentration of Product D at Equilibrium). Here is an example- 0.071591 = 6.18E-06/3.78E-07*((600*700)/352).

How to calculate Concentration of Product C given kf and kb?

With Forward Reaction Rate Constant for 2nd Order (k_f'), Backward Reaction Rate Constant for 2nd Order (k_b'), Concentration of Reactant A at Equilibrium ([A]_eq), Concentration of Reactant B at Equilibrium ([B]_eq) & Concentration of Product D at Equilibrium ([D]_eq) we can find Concentration of Product C given kf and kb using the formula - Concentration of Product C at Equilibrium = Forward Reaction Rate Constant for 2nd Order/Backward Reaction Rate Constant for 2nd Order*((Concentration of Reactant A at Equilibrium*Concentration of Reactant B at Equilibrium)/Concentration of Product D at Equilibrium).

Can the Concentration of Product C given kf and kb be negative?

Yes, the Concentration of Product C given kf and kb, measured in Molar Concentration can be negative.

Which unit is used to measure Concentration of Product C given kf and kb?

Concentration of Product C given kf and kb is usually measured using the Mole per Liter[mol/L] for Molar Concentration. Mole per Cubic Meter[mol/L], Mole per Cubic Millimeter[mol/L], Kilomole per Cubic Meter[mol/L] are the few other units in which Concentration of Product C given kf and kb can be measured.

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Concentration of Product C given kf and kb Formula

Concentration of Product C given kf and kb Example

Concentration of Product C given kf and kb Solution

Concentration of Product C given kf and kb Formula Elements

Other formulas in Microscopic Reversibility category

How to Evaluate Concentration of Product C given kf and kb?

FAQs on Concentration of Product C given kf and kb

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