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If the distance between the centres of the atoms of potassium and bromine in KBr (potassium - bromide) molecule is `0.282xx10^(-9)`m, find the centre of mass of this particle system from potassium (mass of bromine = 80 u, and of potassium = 39 u).

Text Solution

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Mass of bromine , `m_(Br)=80` units
Mass of potassium , `m_(K)=39` units
Position co-ordinate of potassium, `x_(k)=0`
Position co-ordinate of bromine, `x_(Br)=0.282xx10^(-9)m`

`:.` Position co-ordinate of centre of mass,
`x_(c )=(m_(k)x_(k)+m_(Br)+x_(Br))/(m_(k)+m_(Br))`
`x_(c )=(39xx0+80xx0.282xx10^(-9))/(39+80)`
`impliesx_(c )=0.189xx10^(-19)m`
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If the distance between the centres of the atoms of potassium and bromine in KB (potassium-bromide) molecule is 0.282xx10^(-9)m , find the centre of mass of this two particle system from potassium (mass of bromine = 80 u, and of potassium = 39u).

If the distance between the centres of the atoms of potassium and bromine in KBr (potassium bromide) molecule is 0.282 xx 10^(-9) m, find the centre of mass of this two particle system from potassium (mass of bromine = 80 u, and of potassium = 39 u).

Knowledge Check

  • If the distance between the centres of the atoms of potassium and bromine in KBr (potassium-bromide) molecule is 0.282xx10^(-9)m , find the centre of mass of this two particle system from potassium (mass of bromine =80u , and of potassium =39u )

    A
    `9.3xx10^(-2)nm`
    B
    `18.96xx10^(-2)nm`
    C
    `27.9xx10^(-2)nm`
    D
    `3.3xx10^(-2)nm`
  • If the distance between the centres of the atoms of potassium and bromine in KBr molecule is 0.282 xx 10^(-9) m, the centre of mass of this two particle system from potassium is (mass of bromine = 80 u and of potassium = 39 u).

    A
    `9.3xx10^(-2)nm`
    B
    `18.96 xx10^(-2)nm`
    C
    `27.9xx10^(-2)nm`
    D
    `3.3xx10^(-2)nm`
  • If the distance between the centres of the atoms of potassium and bromine in KBR molecules is 0.282xx10^(-9)m . The centre of mass of this two particle system from potassium is (mass of bromine = 80 u and of potassium = 39 u).

    A
    `9.3xx10^(-2)nm`
    B
    `18.96xx10^(-2)nm`
    C
    `27.9xx10^(-2)nm`
    D
    `3.3xx10^(-2)nm`
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