Laws of motion

10 Answers

11
Ekansh Vibhav Gupta ·

sir,i think the acc of a and b should be same bcause they r connected by a common string

481
Anurag Ghosh ·

sir iska answer plz mention kar dijiye.....

996
Swarna Kamal Dhyawala ·

is 6.66m/s2 the answer?

1161
Akash Anand ·

Well the answer will be different for all the three blocks.

11
Ekansh Vibhav Gupta ·

Sir,if i consider b and c as a single body of mass total 3kg,then the ans is coming to be 3g/4(acc).i took it as a single body because b and a r connected by a common string

11
Ekansh Vibhav Gupta ·

sir,on solving further an equation is coming 3g/2=a+a2;where a is the acc of a and b(same) and a2 is the acc of c.

996
Swarna Kamal Dhyawala ·

i think acc b + acc c=acc a

1161
Akash Anand ·

Well ..here is the answer ..
Acc. of block a = Acc. of block b = 3g/2 m/s2 (How?)
Acc. of block c = 0. (Why??????)

996
Swarna Kamal Dhyawala ·

the eqn for finding acc must be:
3g-T =1*a...............(1) (for block b)
T = 1*a....................(2) (for block a)
we get acc 3g/2 m/s2 for block a and b
and also the acc block c is =0 because there is no net force acting on it.

1133
Sourish Ghosh ·

Basically we can draw 3 FBDs for 3 different blocks. Assign tensions T1, T2, T3 from top to bottom, T3 being the tension in the spring. Then the eqns will be...

During equillibrium...
T1 = T2
T2 = T3 + 1g
T3 = 2g

After the string has been cut...
T2 = 1a1
1g + T3 - T2 = 1a2
2g - T3 = 2a3

a1 = a2 [ Both connected by same string]

Solving yields a1 = a2 = 3g/2 ; a3 = 0

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