Graphs: s vs t, v vs t and a vs t

An unstable nucleus X can decay into two stable nuclie Y and Z A sample containing only X is taken at t=0 Three graphs log_(e)(N_(x) vs t, N_(x), vs t and N_(z) vs t are drawn as shown below Here N_(x),N_(y) and N_(z) represent number of nuclei of X,Y and Z repectively at any instant. t Choose the correct choice (s) from the following :

An unstable nucleus X can decay into two stable nuclie Y and Z A sample containing only X is taken at t=0 Three graphs log_(e)(N_(x) vs t, N_(x), vs t and N_(z) vs t are drawn as shown below Here N_(x),N_(y) and N_(z) represent number of nuclei of X,Y and Z repectively at any instant. t Choose the correct choice (s) from the following :

At constant pressure for a given amount of an ideal gas, will the graph obtained by plotting V vs t^(@)C and V vs TK be different ?

At constant pressure for a given amount of an ideal gas, will the graphs obtained by plotting V vs t^(@)C and V vs TK be different?

Assertion : For a second order reaction, graph of [A] vs. t is a straight line. Reason : For second order reaction, [A] = kt + 1/[A]_0

Starting at x=0 , a particle moves according to the graph of v vs t shown in . Sketch a staph of the instantaneoud acceleration a vs t , indicationg numerical values at significant points of the graph. .

Starting at x=0 , a particle moves according to the graph of v vs t shown in . Sketch a staph of the instantaneoud acceleration a vs t , indicationg numerical values at significant points of the graph. .

Figure shows graphs of pressure vs density for an ideal gas at two temperatures T_(t) and T_(2)

Draw V vs T at constant pressure (P) for Charles law.

Will the nature of the following graphical presentations for a given mass of gas be the same? (i) P vs V at a constant temperature (ii) V vs T at constant pressure.