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The dimensions of [ML^(-1) T^(-2)] may c...

The dimensions of `[ML^(-1) T^(-2)]` may correspond to

A

moment of a force or torque

B

surface tension

C

pressure

D

co-efficient of viscosity

Text Solution

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The correct Answer is:
C
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The dimension ML^(0)T^(-2) corresponds to .

In expression A=(BC^2)/(2) , the dimensions of A and C are [ML^(-1)T^(-2)]" and "[MLT^(-3)A^(-1)] respectively. Find the dimensions of B and identify it.

Knowledge Check

  • Whose dimensions is ML^(2)T^(-1)

    A
    Torque
    B
    Angular momentum
    C
    Power
    D
    Work

  • The dimensions ML^-1T^-2 may correspond to

    A
    work done by a force
    B
    linear momentum
    C
    pressure
    D
    energy per unt volume

  • Which one of the following has the dimensions of ML^(-1) T^(-2) ?

    A
    Torque
    B
    Surface tension
    C
    viscosity
    D
    stress

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