For an elementry reaction `aArarr` product, the graph plotted between reaction `log[(-d[A])/(dt)]` vs. time gives a straight line with intercept equal to `0.6` and showing an angle of `45^(@)` with origin, then:

The plots of log_(10) K vs. 1//T leads toa straight line having intercept equal to:

A graph plotted between log N vs, time gives a slope and intercept equal to:

For a reaction A rarr Product, a graph plotted between (1)/([A]^(2)) vs time is found to be linear with slope = 0.4 and y intercept equal to 4 as shown. The rate of disapparance of A at the initial stages will be: [A] is in terms of molarity

For a first order reaction the plot of ‘t’ against log c gives a straight line with a slope equal to :

For a first order reaction the plot of ‘t’ against log c gives a straight line with a slope equal to :

For the order reaction , plot of log _(10) (a-x) against time t is a straight line with a negative slope equal to ________.

For a first order reaction, the reaction, the plot of log C against 't' (log C vs 't') gives a straight line with slope equal to: