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Identify each of the following elementary reactions as unimolecular, bimolecular, or termolecular, and write the rate expression.

(a) BrONO2 → BrO + NO2

(b) HO + NO2 +Ar→ HNO3+ Ar

(c) O + H2S → OH + HS

Short Answer

Expert verified

a)Unimolecular reaction

b) Trimolecular reaction

c) Bimolecular reaction

Step by step solution

01

Molecularity of the   equation a:

The number of reactant molecules involved in the elementary step of the reaction is defined as the molecularity of the reaction.

a)BrONO2→BrO+NO2.........1

There is one reactent molecule involved in the reaction so called unimolecular reaction

The rate expression for the reaction is given as rate=kBrONO2

02

Molecularity of equation b:

The equation for the reaction

b) OH+NO2+ArHNO3+Ar........2

There are three reactent molecules involved in the reaction and so the molecularity of the reaction is three.

The rate expression for the reaction is given as rate=OHNO2Ar

03

Molecularity of equation c:

The equation for the reaction

C) O+H2SOH+HS.......3

There is one reactent molecule involved in the reaction,so called unimolecular reaction.

The rate expression for the reaction is given asrate=kOH2S

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Most popular questions from this chapter

Acetylene reacts with hydrogen in the presence of a catalyst to form ethane according to the following reaction:

C2H2(g)+2H2O(g)C2H6(g)

The pressure of a mixture of acetylene and an excess of hydrogen decreases from 0.100atmto 0.042atmin a vessel of a given volume after the catalyst is introduced, and the temperature is restored to its initial value after the reactionreaches completion. What was the mole fraction of acetylene in the original mixture?

62.In Section 18.4 we considered the following mechanism for the reaction of Br2with H2

Br2+Mk-1k1Br+Br+MBr+H2k2HBr+HBr2+Hk3HBr+Br

Although this is adequate for calculating the initial rate of reaction, before product HBr builds up, there is an additional process that can participate as the reaction continues

HBr+Hk4H2+Br

(a) Write an expression for the rate of change of [H].

(b) Write an expression for the rate of change of [Br].

(c) As hydrogen and bromine atoms are both short-lived species, we can make the steady-state approximation and set the rates from parts (a) and (b) to 0. Express the steady-state concentrations [H] and [Br] in terms of concentrations of H2, Br2, HBr, and M. [Hint: Try adding the rate for part (a) to that for part (b).]

(d) Express the rate of production of HBr in terms of concentrations of H2, Br2, HBr, and M.

Question: For the H atom, the transition from the 2p state to the 1s state is accompanied by the emission of a photon with an energy of16.2×10-19J. For an Fe atom, the same transition (2p to 1s) is accompanied by the emission of X-rays of 0.193-nm wavelengths. What is the energy difference between these states in iron? Comment on the reason for the variation (if any) in the 2p-1s energy-level spacing for these two atoms.

Question: Calculate the total binding energy in both kilojoules per mole and MeV per atom, and the binding energy per nucleon of the following nuclides using data from table 19.1

  1. Be40
  2. Cl1735
  3. Ti2249


Estimate the percent ionic character of the bond in each of the following diatomic molecules, based on the dipole moment.

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