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Textbook Expert
Textbook ExpertVerified Tutor
28 Oct 2021

Given information

Given:

Mass of block A=

Mass of Block B=

The radius of the path in which block A moves=

The radius of the path in which block B moves=

Angular frequency=  

Formula Used:

Centripetal acceleration  
The centripetal force acting on a block moves in a circular path radius $r$ angular speed $\omega$, and mass is.
Angular speed
 
Where, is the frequency.

Step-by-step explanation

Step 1.

: Normal reaction by the smooth surface on the block
Normal reaction by the smooth surface on the block B
: Weight of block B
  : The tension in rod connected and block
  : The tension in the rod connection the post and block A

 

$N_{A}$ : Normal reaction by the smooth surface on block $\mathrm{A}$
$N_{B}$ : Normal reaction by the smooth surface on block B
$m_{\text {A.g }}$ : Weight of block B
$T_{1}$ : The tension in rod connected $\mathrm{A}$ and $\mathrm{B}$ block
$T_{2}$ : The tension in rod connection the post and block A

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