00:01
Hello everyone, we are going to understand this question here given in the question a block of mass m, mass of block that is represented by m which is resting on a rough inclined plane having angle of inclination theta angle of inclination of inclined plane that is theta.
00:51
What must be true about the force of static friction on the the block let the static friction be let the static fraction be now this is the inclined plane on which a block is placed so weight of the block that is working vertically downward which is m into g now taking the component of weight along to incline pain and perpendicular to incline plane so this is m g pos theta and along to incline plane that is mg sine theta.
01:59
There is a force which is balancing this object to fall in downward direction that is fixed force which is represented by fs.
02:08
Now applying the force balance equation, applying force balance equation, applying force balance equation, so here fs is equal to mg sign theta, then only block will be in stationary state.
02:41
Means here friction force must be greater than equal to m g sine theta in that case block can be in stationary state on the inclined plane.
02:52
So from the above option we can see that correct answer is from the above option we can conclude that correct answer is option b and option e...