In the diagram shown in figure, match the following `(g=10 m//s^(2))`

`{:(,"Column-I",,,"Coloumn-II"),((A),"Acceleration of 2kg block",,(P), "8 Si unit"),((B),"Net force on 3kg block",,(Q),"25 SI unit"),((C),"Normal reaction between 2 kg and 1kg",,(R),"2 SI unit"),((D),"Normal reaction between 3 kg and 2kg " ,,(S)," 45 SI unit"),(,,,(T)," None"):}`

In the diamram shown in figure , match the following (g=10m//s^(2)) Column I Column II (P) Acceleration of 2 k g block (in m / s 2 ) (1) 5 (Q) Acceleration of 3 k g block (in m / s 2 ) (2) 50 (R) Normal reaction between 2 k g and 3 k g (in N) (3) 45 (S) Normal reaction between 3 k g and 5 k g (in N) (4) 60

In the diagram shown in figure, match the following columns (take g=10 ms^(-2) ) {:("Column I","Column II"),("(A) Normal reaction","(p) 12 SI unit"),("(B) Force of friction","(q) 20 SI unit"),("(C) Acceleration of block","(r) zero"),(,"(s) 2 SI unit"):}

In the diagram shown in figure. Match the following columns. {:("Colmun I","Column II"),("(A) Absolute acceleration of 1 kg block",(p) 11 ms^(-2)),("(B) Absolute acceleration of 2 kg block",(q)6 ms^(-2)),("(C) Relative acceleration between the two",(r) 17 ms^(-2)),(,(s) "None"):}

A balloon rises up with constant net acceleration of 10 m//s^(2) . After 2 s a particle drops from the balloon. After further 2 s match the following : ("Take" g=10 m//s^(2)) {:(,"Column I",,,"Column II"),((A),"Height of perticle from ground",,(p),"Zero"),((B),"Speed of particle",,(q),10 SI "units"),((C),"Displacement of Particle",,(r),40 SI "units"),((D),"Acceleration of particle",,(s),20 SI "units"):}

A balloon rises up with constant net acceleration of 10 m//s^(2) . After 2 s a particle drops from the balloon. After further 2 s match the following : ("Take" g=10 m//s^(2)) {:(,"Column I",,,"Column II"),((A),"Height of perticle from ground",,(p),"Zero"),((B),"Speed of particle",,(q),10 SI "units"),((C),"Displacement of Particle",,(r),40 SI "units"),((D),"Acceleration of particle",,(s),20 SI "units"):}

A balloon rises up with constant net acceleration of 10 m//s^(2) . After 2 s a particle drops from the balloon. After further 2 s match the following : ("Take" g=10 m//s^(2)) {:(,"Column I",,,"Column II"),((A),"Height of perticle from ground",,(p),"Zero"),((B),"Speed of particle",,(q),10 SI "units"),((C),"Displacement of Particle",,(r),40 SI "units"),((D),"Acceleration of particle",,(s),20 SI "units"):}

For the velocity -time graph shown in figure, in a time interval from t=0 to t=6 s , match the following: {:(,"Column I",,,"Column II"),((A),"Change in velocity",,(p),-5//3 SI "unit"),((B),"Average acceleration",,(q),-20 SI "unit"),((C),"Total displacement",,(r),-10 SI "unit"),((D),"Acceleration ay t=3s",,(s),-5 SI "unit"):}

For the velocity -time graph shown in figure, in a time interval from t=0 to t=6 s , match the following: {:(,"Column I",,,"Column II"),((A),"Change in velocity",,(p),-5//3 SI "unit"),((B),"Average acceleration",,(q),-20 SI "unit"),((C),"Total displacement",,(r),-10 SI "unit"),((D),"Acceleration ay t=3s",,(s),-5 SI "unit"):}