In the figure shown ,acceraltion of is x (upwards ) Acceleration o fpulleys `p_(3)` with respect to pulley `p_(2)` is y (downwards) and accelarataion of f4 wioth respect to pul,ley `p_(3)` is z (upwards). Then match the following

In the figure shown ,acceleration of 1 is x (upwards). Acceleration of pulley p_(3) with respect to pulley p_(2) is y (downwards) and acceleration of 4 with respect to pulley p_(3) is z (upwards). Then match the following

In the figure shown, acceleration of 1 is x (upwards). Acceleration of pulley P_(3) , w.r.t. pulley P_(2) is y (downwards) and acceleration of 4 w.r.t. to pulley P_(3) is z (upwards). Taking upward +ve and downward -ve then {:(,"Column I",,,"Column II"),((A),"Absolute acceleration of 2",,(p),(y-x) "downwards"),((B),"Absolute acceleration of 3",,(q),(z-x-y) "upwards"),((C),"Absolute acceleration of 4",,(r),(x+y+z) "downwards"),(,,,(s),"None"):}

Consider the arrangement shown in the figure. Find the acceleration of the block (a) A monkey moves upward with respect to the rope with acceleration a_(0) (b) A monkey moves downward with respect to the rope with acceleration a_(0) Assume the surface smooth, pulley and string light.

In the figure shown, a_(3) = 6 m//s^(2) (downwards) and a_(2) = 4 m//s^(2) (upwards) .Find acceleration of 1

In the figure shown, a_(3) = 6 m//s^(2) (downwards) and a_(2) = 4 m//s^(2) (upwards) .Find acceleration of 1

In the figure shown, a_(3) = 6 m//s^(2) (downwards) and a_(3) = 6 m//s^(2) (upwards) .Find acceleration of 1

A cylindrical tank contains water up to a height H. If the tank is accelerated upwards with acceleration a, the pressure at the A is p_(1) . If the tank is accelerated downwards with acceleration a the pressure at A is p_(2) . Then

A cylindrical tank contains water up to a height H. If the tank is accelerated upwards with acceleration a, the pressure at the A is p_(1) . If the tank is accelerated downwards with acceleration a the pressure at A is p_(2) . Then

Figure shows a string passing thorugh two fixed pulley P_(1) and P_(3) and a pulley P_(2) free to move vertically.One end of string is attached with ring A. Velocity of pulley P_(2) at the instant shown is ( in m//s ) -

Find the image of the point (p, q, r) with respect to the plane 2x+ y + z = 6. Hence find the image of the line (x-1)/2=(y-2)/1=(z-3)/4 with respect to the plane.