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Time at Max Intermediate in Zero Order followed by First Order Reaction Formula

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Time at Maximum Intermediate Concentration is the instant of time at which maximum concentration of intermediate is achieved. Check FAQs

τ R,max = \frac{C A0}{k 0}

τ_R,max - Time at Maximum Intermediate Concentration?C_A0 - Initial Concentration of Reactant for Series Rxn?k₀ - Rate Constant for Zero Order Rxn?

Time at Max Intermediate in Zero Order followed by First Order Reaction Example

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Here is how the Time at Max Intermediate in Zero Order followed by First Order Reaction equation looks like with Values.

Here is how the Time at Max Intermediate in Zero Order followed by First Order Reaction equation looks like with Units.

Here is how the Time at Max Intermediate in Zero Order followed by First Order Reaction equation looks like.

6.6667 = \frac{80}{12}

6.6667s = \frac{80mol/m³}{12mol/m³*s}

6.6667 = \frac{80}{12}

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Time at Max Intermediate in Zero Order followed by First Order Reaction Solution

Follow our step by step solution on how to calculate Time at Max Intermediate in Zero Order followed by First Order Reaction?

FIRST Step Consider the formula

τ R,max = \frac{C A0}{k 0}

Next Step Substitute values of Variables

∴

τ R,max = \frac{80mol/m³}{12mol/m³*s}

Next Step Prepare to Evaluate

∴

τ R,max = \frac{80}{12}

Next Step Evaluate

∴

τ R,max = 6.66666666666667s

LAST Step Rounding Answer

∴

τ R,max = 6.6667s

Time at Max Intermediate in Zero Order followed by First Order Reaction Formula Elements

Variables

Time at Maximum Intermediate Concentration

Time at Maximum Intermediate Concentration is the instant of time at which maximum concentration of intermediate is achieved.

Symbol: τ_R,max

Measurement: TimeUnit: s

Note: Value should be greater than 0.

Formulas to find Time at Maximum Intermediate Concentration

Initial Concentration of Reactant for Series Rxn

Initial Concentration of Reactant for Series Rxn is the first measured Concentration of a Compound in a Substance is the Initial Concentration.

Symbol: C_A0

Measurement: Molar ConcentrationUnit: mol/m³

Note: Value should be greater than 0.

Formulas to find Initial Concentration of Reactant for Series Rxn

Rate Constant for Zero Order Rxn

Rate constant for Zero Order Rxn is the 1st step where the value of Rate Constant is Obtained.

Symbol: k₀

Measurement: Reaction RateUnit: mol/m³*s

Note: Value should be greater than 0.

Formulas to find Rate Constant for Zero Order Rxn

Other formulas in Zero Order followed by First Order Reaction category

Go Initial Concentration of Reactant in Zero Order Reaction followed by First Order Reaction

C A0 = C A + k 0 \cdot Δt

Go Initial Reactant Concentration by Intermediate Conc. for Zero Order followed by First Order Rxn

C A0 = \frac{C R}{\frac{1}{K} \cdot (1 - \exp (- (k 1 \cdot Δt)))}

Go Initial Reactant Concentration using Intermediate Conc. for Zero Order followed by First Order Rxn

C a0 = \frac{C R}{\frac{1}{K} \cdot (\exp (K - k 1 \cdot Δt) - \exp (- k 1 \cdot Δt))}

Go Intermediate Concentration for Zero Order followed by First Order with Less Rxn Time

C R = (\frac{C A0}{K}) \cdot (1 - \exp (- (k 1 \cdot Δt')))

How to Evaluate Time at Max Intermediate in Zero Order followed by First Order Reaction?

Time at Max Intermediate in Zero Order followed by First Order Reaction evaluator uses Time at Maximum Intermediate Concentration = Initial Concentration of Reactant for Series Rxn/Rate Constant for Zero Order Rxn to evaluate the Time at Maximum Intermediate Concentration, The Time at Max Intermediate in Zero Order followed by First Order Reaction formula is defined as Time required to form the Maximum Intermediate. Time at Maximum Intermediate Concentration is denoted by τ_R,max symbol.

How to evaluate Time at Max Intermediate in Zero Order followed by First Order Reaction using this online evaluator? To use this online evaluator for Time at Max Intermediate in Zero Order followed by First Order Reaction, enter Initial Concentration of Reactant for Series Rxn (C_A0) & Rate Constant for Zero Order Rxn (k₀) and hit the calculate button.

FAQs on Time at Max Intermediate in Zero Order followed by First Order Reaction

What is the formula to find Time at Max Intermediate in Zero Order followed by First Order Reaction?

The formula of Time at Max Intermediate in Zero Order followed by First Order Reaction is expressed as Time at Maximum Intermediate Concentration = Initial Concentration of Reactant for Series Rxn/Rate Constant for Zero Order Rxn. Here is an example- 6.666667 = 80/12.

How to calculate Time at Max Intermediate in Zero Order followed by First Order Reaction?

With Initial Concentration of Reactant for Series Rxn (C_A0) & Rate Constant for Zero Order Rxn (k₀) we can find Time at Max Intermediate in Zero Order followed by First Order Reaction using the formula - Time at Maximum Intermediate Concentration = Initial Concentration of Reactant for Series Rxn/Rate Constant for Zero Order Rxn.

Can the Time at Max Intermediate in Zero Order followed by First Order Reaction be negative?

No, the Time at Max Intermediate in Zero Order followed by First Order Reaction, measured in Time cannot be negative.

Which unit is used to measure Time at Max Intermediate in Zero Order followed by First Order Reaction?

Time at Max Intermediate in Zero Order followed by First Order Reaction is usually measured using the Second[s] for Time. Millisecond[s], Microsecond[s], Nanosecond[s] are the few other units in which Time at Max Intermediate in Zero Order followed by First Order Reaction can be measured.

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Time at Max Intermediate in Zero Order followed by First Order Reaction Formula

Time at Max Intermediate in Zero Order followed by First Order Reaction Example

Time at Max Intermediate in Zero Order followed by First Order Reaction Solution

Time at Max Intermediate in Zero Order followed by First Order Reaction Formula Elements

Other formulas in Zero Order followed by First Order Reaction category

How to Evaluate Time at Max Intermediate in Zero Order followed by First Order Reaction?

FAQs on Time at Max Intermediate in Zero Order followed by First Order Reaction

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