Home
Class 12
PHYSICS
In the arrangement shown, W(1)=200N, W(2...

In the arrangement shown, `W_(1)=200N, W_(2)=100N, mu=0.25` for all surfaces in contact. The block `W_(1)` just slides under the block `W_(2)`.

A

A pull of 50 N is to be applied on `W_(1)`

B

A pull of 90 N is to be applied on `W_(1)`

C

Tension in the string AB is 10 N

D

Tension in the string AB is 20 N

Text Solution

Verified by Experts

The correct Answer is:
B, D


For `W_(2) `:
`N_(2)=T sin 45^(@) =W_(2)=100`....(A)
`T cos45^(@) = 0.25 N_(2)`...(B)
`rArr T= 20sqrt(2)N,N_(2)=80N`

For `W_(1) :`
`P = 0.25 (N_(1)+N_(2))` ....(C)
`N_(2) +W_(1)=N_(1)`....(D)
`rArr N_(1) = 280 N`
Promotional Banner

Topper's Solved these Questions

  • DAILY PRACTICE PROBLEM

    RESONANCE ENGLISH|Exercise DPP No.35|20 Videos
  • DAILY PRACTICE PROBLEM

    RESONANCE ENGLISH|Exercise DPP No.36|20 Videos
  • DAILY PRACTICE PROBLEM

    RESONANCE ENGLISH|Exercise DPP No.33|20 Videos
  • CURRENT ELECTRICITY

    RESONANCE ENGLISH|Exercise High Level Problems (HIP)|19 Videos
  • ELECTRO MAGNETIC WAVES

    RESONANCE ENGLISH|Exercise Exercise 3|27 Videos

Similar Questions

Explore conceptually related problems

In the arrangement shown, W_(1) = 200N, W_(2) = 100 N,mu = 0.25 for all surfaces in contact. The block W_(1) just slides under the block W_(2)

Calculate the Force (F) required to cause the block of mass m_(1) = 20 kg just to slide under the block of mass m_(2) = 10 kg [ coefficient of friction mu = 0*25 for all surfaces ]

The cathode of a photoelectric cell is changed such that the work function changes from (W_(1) to W_(2) (W_(2) gt W_(1)) . If the current before and after change are I_(1) and I_(2) , all other conditions remaining unchanged , then (assuming hv gt W_(2) )

In the circuit shown in fig. X_(C ) = 100 Omega,(X_L)=200 Omega and R=100 Omega . The effective current through the source is

In the figure shown, a spring mass system is placed on a horizontal smooth surface in between two vertical rigid walls W_(1) and W_(2) . One end of spring is fixed with wall W_(1) and other end is attached with mass m which is free to move. Initially, spring is tension free and having natural length l_(0) . Mass m is compressed through a distance a and released. Taking the collision between wall W_(2) and mass m as elastic and K as spring constant, the average force exerted by mass m on wall W_(2) in one oscillation of block is

There are two blocks of masses m_(1) and m_(2) , m_(1) is placed on m_(2) on a table which is rotating with an angular velocity omega about the vertical axis . The coefficent of friction between the block is mu_(1) and between m_(2) and table is mu_(2) (mu_(1) lt mu_(2)) if block are placed at distance R from the axis of ratation , for relative sliding between the surface in contact , find the a. friction force at the contacting surface b. maximum angular speed omega

A man is standing on a weighing machine with a block in his hand. The machine records w. When he takes the block upwards with some acceleration the machine records w_(1). When he takes the block down with some acceleration, the machine records w_(2). Then choose correct option

A 100 W bulb B_(1) and two 60 W bulbs B_(2) and B_(3) , are connected to a 250V source, as shown in the figure now W_(1),W_(2) and W_(3) are the output powers of the bulbs B_(1),B_(2) and B_(3) respectively then

A 100 W bulb B_(1) and two 60 W bulbs B_(2) and B_(3) , are connected to a 250V source, as shown in the figure now W_(1),W_(2) and W_(3) are the output powers of the bulbs B_(1),B_(2) and B_(3) respectively then

Assertion : Let W_(1) be the work done in taking away a satellite from the surface of earth to its orbit and then W_(2) the work done in rotating the satellite in circular orbit there. Then, W_(1)=W_(2) Reason : W_(2)=(GMm)/(4R)