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  1. Asked: August 14, 2024In: Education

    What is the full form of MKS?

    Paras Padhalni
    Paras Padhalni Knowledge Contributor
    Added an answer on August 14, 2024 at 11:09 pm

    MKS- Meter kilogram second system. The essential units in the MKS system are the kilogram, meter, and second.

    MKS- Meter kilogram second system. The essential units in the MKS system are the kilogram, meter, and second.

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  2. Asked: August 14, 2024In: Education

    What are 22 derived quantities?

    Paras Padhalni
    Paras Padhalni Knowledge Contributor
    Added an answer on August 14, 2024 at 11:06 pm

    The 22 Coherent Derived SI Units are as follows: Hertz for Frequency. Joule for Energy, Work, Heat. Pascal for Pressure, Stress. Radian for Angle. Steradian for Solid Angle. Coulomb for Electric Charge. Newton for Force. Ohm for Electric Resistance.

    The 22 Coherent Derived SI Units are as follows:
    Hertz for Frequency.
    Joule for Energy, Work, Heat.
    Pascal for Pressure, Stress.
    Radian for Angle.
    Steradian for Solid Angle.
    Coulomb for Electric Charge.
    Newton for Force.
    Ohm for Electric Resistance.

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  3. Asked: August 14, 2024In: Education

    How to derive force?

    Paras Padhalni
    Paras Padhalni Knowledge Contributor
    Added an answer on August 14, 2024 at 11:04 pm

    Derivation of force equation from the momentum (p): considering mass is constant and velocity is changing. p = mv F = dp dt = d dt ( mv ) = m ( dv dt ) dv dt = a ( Acceleration ) F = ma. p = mv F = dp dt = d dt ( mv ) F = v ( dm dt ) p = mv F = dp dt = d dt ( mv ) F = v ( dm dt ) + m ( dv dt )

    Derivation of force equation from the momentum (p): considering mass is constant and velocity is changing.
    p = mv F = dp dt = d dt ( mv ) = m ( dv dt ) dv dt = a ( Acceleration ) F = ma.
    p = mv F = dp dt = d dt ( mv ) F = v ( dm dt )
    p = mv F = dp dt = d dt ( mv ) F = v ( dm dt ) + m ( dv dt )

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  4. Asked: August 14, 2024In: Education

    What are the 7 main SI units?

    Paras Padhalni
    Paras Padhalni Knowledge Contributor
    Added an answer on August 14, 2024 at 11:03 pm

    Definitions of SI Base Units Second – Unit of Time. Symbol: s. ... Meter – Unit of Length. Symbol: m. ... Kilogram – Unit of Mass. Symbol: kg. ... Ampere – Unit of Electric Current. Symbol: A. ... Kelvin – Unit of Thermodynamic Temperature. Symbol: K. ... Mole – Unit of Amount of Substance. Symbol:Read more

    Definitions of SI Base Units
    Second – Unit of Time. Symbol: s. …
    Meter – Unit of Length. Symbol: m. …
    Kilogram – Unit of Mass. Symbol: kg. …
    Ampere – Unit of Electric Current. Symbol: A. …
    Kelvin – Unit of Thermodynamic Temperature. Symbol: K. …
    Mole – Unit of Amount of Substance. Symbol: mol. …
    Candela – Unit of Luminous Intensity. Symbol: cd.

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  5. Asked: August 14, 2024In: Education

    What is the dimensional formula of force per unit?

    Paras Padhalni
    Paras Padhalni Knowledge Contributor
    Added an answer on August 14, 2024 at 10:54 pm

    Detailed Solution Physical quantity Dimensional Formula Force per unit volume [ML-2T-2] Force [MLT-2] Energy [ML2T-2]

    Detailed Solution
    Physical quantity Dimensional Formula
    Force per unit volume [ML-2T-2]
    Force [MLT-2]
    Energy [ML2T-2]

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  6. Asked: August 14, 2024In: Education

    Is force 2 dimensional?

    Paras Padhalni
    Paras Padhalni Knowledge Contributor
    Added an answer on August 14, 2024 at 10:52 pm

    One-dimensional forces act along a single line or axis, while two-dimensional forces operate in a plane and can be applied at various angles. Two-dimensional forces require vector representation and can be broken down into horizontal and vertical components.

    One-dimensional forces act along a single line or axis, while two-dimensional forces operate in a plane and can be applied at various angles. Two-dimensional forces require vector representation and can be broken down into horizontal and vertical components.

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  7. Asked: August 14, 2024In: Education

    What is one dimensional force?

    Paras Padhalni
    Paras Padhalni Knowledge Contributor
    Added an answer on August 14, 2024 at 10:49 pm

    Forces in One Dimension - Learn - ScienceFlip. Forces in One Dimension. Forces can be classified several ways: A force is a push, a pull, a bend or a twist. Force is a vector quantity, and therefore needs magnitude and direction.

    Forces in One Dimension – Learn – ScienceFlip. Forces in One Dimension. Forces can be classified several ways: A force is a push, a pull, a bend or a twist. Force is a vector quantity, and therefore needs magnitude and direction.

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  8. Asked: August 14, 2024In: Education

    What is the dimension formula?

    Paras Padhalni
    Paras Padhalni Knowledge Contributor
    Added an answer on August 14, 2024 at 10:47 pm

    The dimensional formula is defined as the expression of the physical quantity in terms of its basic unit with proper dimensions. For example, dimensional force is. F = [M L T-2] It's because the unit of Force is Netwon or kg*m/s2.

    The dimensional formula is defined as the expression of the physical quantity in terms of its basic unit with proper dimensions. For example, dimensional force is. F = [M L T-2] It’s because the unit of Force is Netwon or kg*m/s2.

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  9. Asked: August 14, 2024In: Education

    What is the dimension of force in units?

    Paras Padhalni
    Paras Padhalni Knowledge Contributor
    Added an answer on August 14, 2024 at 10:45 pm

    Units and dimensions Quantity Dimension Unit velocity [L T-1] meter per second acceleration [L T-2] meter per second squared density [M L-3] kilogram per cubic meter force [M L T-2] newton

    Units and dimensions
    Quantity Dimension Unit
    velocity [L T-1] meter per second
    acceleration [L T-2] meter per second squared
    density [M L-3] kilogram per cubic meter
    force [M L T-2] newton

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  10. Asked: August 14, 2024In: Education

    What are the six example of vector?

    Paras Padhalni
    Paras Padhalni Knowledge Contributor
    Added an answer on August 14, 2024 at 10:43 pm

    Vector Quantities: Vector quantities refer to the physical quantities characterized by the presence of both magnitude as well as direction. For example, displacement, force, torque, momentum, acceleration, velocity, etc.

    Vector Quantities: Vector quantities refer to the physical quantities characterized by the presence of both magnitude as well as direction. For example, displacement, force, torque, momentum, acceleration, velocity, etc.

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