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 :

Consider radioactive decay of A to B with which further decays either to X or Y , lambda_(1), lambda_(2) and lambda_(3) are decay constant for A to B decay, B to X decay and Bto Y decay respectively. At t=0 , the number of nuclei of A,B,X and Y are N_(0), N_(0) zero and zero respectively. N_(1),N_(2),N_(3) and N_(4) are the number of nuclei of A,B,X and Y at any instant t . At t=oo , which of following is incorrect ?

Consider radioactive decay of A to B with which further decays either to X or Y , lambda_(1), lambda_(2) and lambda_(3) are decay constant for A to B decay, B to X decay and Bto Y decay respectively. At t=0 , the number of nuclei of A,B,X and Y are N_(0), N_(0) zero and zero respectively. N_(1),N_(2),N_(3) and N_(4) are the number of nuclei of A,B,X and Y at any instant t . The net rate of accumulation of B at any instant is

Consider radioactive decay of A to B with which further decays either to X or Y , lambda_(1), lambda_(2) and lambda_(3) are decay constant for A to B decay, B to X decay and Bto Y decay respectively. At t=0 , the number of nuclei of A,B,X and Y are N_(0), N_(0) zero and zero respectively. N_(1),N_(2),N_(3) and N_(4) are the number of nuclei of A,B,X and Y at any instant t . The net rate of accumulation of B at any instant is

Consider radioactive decay of A to B with which further decays either to X or Y , lambda_(1), lambda_(2) and lambda_(3) are decay constant for A to B decay, B to X decay and Bto Y decay respectively. At t=0 , the number of nuclei of A,B,X and Y are N_(0), N_(0) zero and zero respectively. N_(1),N_(2),N_(3) and N_(4) are the number of nuclei of A,B,X and Y at any instant t . The net rate of accumulation of B at any instant is

Consider radioactive decay of A to B with which further decays either to X or Y , lambda_(1), lambda_(2) and lambda_(3) are decay constant for A to B decay, B to X decay and Bto Y decay respectively. At t=0 , the number of nuclei of A,B,X and Y are N_(0), N_(0) zero and zero respectively. N_(1),N_(2),N_(3) and N_(4) are the number of nuclei of A,B,X and Y at any instant t . The number of nuclei of B will first increase and then after a maximum value, it decreases for

Consider radioactive decay of A to B with which further decays either to X or Y , lambda_(1), lambda_(2) and lambda_(3) are decay constant for A to B decay, B to X decay and Bto Y decay respectively. At t=0 , the number of nuclei of A,B,X and Y are N_(0), N_(0) zero and zero respectively. N_(1),N_(2),N_(3) and N_(4) are the number of nuclei of A,B,X and Y at any instant t . The number of nuclei of B will first increase and then after a maximum value, it decreases for

Consider radioactive decay of A to B with which further decays either to X or Y , lambda_(1), lambda_(2) and lambda_(3) are decay constant for A to B decay, B to X decay and Bto Y decay respectively. At t=0 , the number of nuclei of A,B,X and Y are N_(0), N_(0) zero and zero respectively. N_(1),N_(2),N_(3) and N_(4) are the number of nuclei of A,B,X and Y at any instant t . The number of nuclei of B will first increase and then after a maximum value, it decreases for

Two radio active nuclei X and Y decay into stable nucleus Z X to Z + 2alpha+ beta^- Y to Z + alpha + 2 beta^+ if Z_1 and Z_2 are atomic numbers of X and Y then