The bromination of acetone that occurs in acid solution is represented by this equation These kinetic data were obtained for given reactions concentrations.
Initial Concentrations, M

Initial Rate, disappearance of

Based on these data, the rate equation is -

The potential energy diagram for a reaction RP is given below: of the reaction corresponds to the energy -

Select the rate law that corresponds to the data shown for the following reaction:

For the chemical process energies are plotted in graph

Which of the following is correct?

A chemical process occurring in two steps, is plotted as

The correct statement is -

For a second order, the graph plotted between and time ' t ' is shown below -

and . Thus rate of the reaction at start is –

The following data pertain to reaction between A and B :

Which of the following inference(s) can be drawn from the above data -
A) Rate constant of the reaction is
B) Rate law of the reaction is
C) Rate of reaction increases four times on doubling the concentration of both the reactant,
Select the correct answer –

The following data were obtained at a certain temperature for the decomposition of ammonia

The order of the reaction is:

A graph between and conc. for n^th order reaction is a straight line. Reaction of this nature is completed 50% in 10 minutes when conc. is This is decomposed 50% in t minutes at and are respectively -

For a chemical reaction A+B product, the order is one with respect to each A and B. Value of x and y from the given data is -

In a certain gaseous reaction between X and Y, the initial rates are reported as follows -

The rate law is -

From the following data; the activation energy for the reaction (cal/mol)

The reaction mechanism for the reaction P→R is as follows : the rate law for the main reaction (PR) is :

The reaction:  Is an example of-

A certain piece of copper is to be shaped into a conductor of minimum resistance. Its length and cross-sectional area should be

Let and be the areas of the triangular faces of tetrahedron and be the corresponding altitudes of the tetrahedron, then the minimum value of Given volume of the tetrahedron is 5cubic units.

volume of regular tetrahedron =
a³/6√2
volume of any tetrahedron = Ah/3