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Block of mass m=10kg is suspended by two...

Block of mass m=10kg is suspended by two springs vertically as shown in the diagram. The block is at rest initially. Find the acceleration of block just after cutting the right spring.

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A block of mass 10 kg is suspended throug two light spring balances as shown in figure

Find acceleration of block. Initially the block is at rest.

Knowledge Check

  • A block of mass m is suspended by different springs of force constant shown in figure.

    A
    `T_(1)=T_(2)=T_(4)`
    B
    `T_(1)=T_(2) and T_(3)=T_(4)`
    C
    `T_(1)=T_(2)=T_(3)`
    D
    `T_(1)=T_(3)` and `T_(2) = T_(4)`

  • A block of mass 10 kg is suspended through two light spring balance as shown below:

    A
    Both the scales will read 5 kg
    B
    The upper scale will read 10 kg & the lower zero
    C
    Both the scales will read 10 kg
    D
    The readings may be anything but their sum will be 10 kg

  • Two block of mass 4 kg and 5 kg attached a light spring are suspended by a string as shown in figure. Find acceleration of block 5 kg and 4 kg just after the string is cut.

    A
    `8 m//s^(2), 10 m//s^(2)`
    B
    `10 m//s^(2), 10 m//s^(2)`
    C
    `18 m//s^(2), 0`
    D
    `8 m//s^(2), 0`

    • Similar Questions

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    The system shown in the figure is in equilibrium and all the blocks are at rest. Assume that the masses of the strings, the pulley and the spring and negligible with respect to the masses of the blocks and friction is absent. Find the acceleration of block C, just after cutting the spring 1. [g=10ms^(-2)]

    Find out acceleration of the block. Initially the block is at rest.

    Two blocks A and B of same mass m attached with a light string are suspended by a spring as shown in fig. Find the acceleration of block A and B just after the string is cut.

    A block of mass m is suddenly released from the top of a spring of stiffness constant k. a. Find the acceleration of block just after release. b. What is the compression in the spring at equilibrium. c. What is the maximum compression in the spring. d. Find the acceleration of block at maximum compression in the spring.

    Consider a system of two massless idealsprings and a block which is in equilibrium. The acceleration of block just after cutting the right spring is (Take g = 10 m//s^(2) ):

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