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In a hydrogen atom, electron moves in an...

In a hydrogen atom, electron moves in an orbit of radius `5xx10^(-11)m` with a speed of `2.2xx10^(6)(m)/(s)`. Calculate the equivalent current.

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To calculate the equivalent current due to the movement of an electron in a hydrogen atom, we can follow these steps: ### Step 1: Understand the Concept of Current Current (I) is defined as the charge (Q) flowing through a point in a circuit per unit time (t). Mathematically, it can be expressed as: \[ I = \frac{Q}{t} \] ### Step 2: Determine the Charge of the Electron The charge of an electron (Q) is a known constant: ...
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In hydrogen atoms, the electron moves in an orbit of radius 5.0xx 10^(-11) m with a speed of 2.2 xx 10^(6)ms^(-1) . Find the equivalent curren , Electronic change = 16 xx 10^(-19)C

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Knowledge Check

  • The electron with change (q=1.6xx10^(-19)C) moves in an orbit of radius 5xx10^(-11) m with a speed of 2.2xx10^(6)ms^(-1) , around an atom. The equivalent current is

    A
    `1.12xx10^(-6)A`
    B
    `1.12xx10^(-3)A`
    C
    `1.12xx10^(-9)A`
    D
    `1.12A`
  • In an atom, an electron moves in an orbit of radius r with a speed v , the equivalent current is.

    A
    `(e v)/(2 pi r)`
    B
    `(ev)/(2 r)`
    C
    `(e v)/(2 pi)`
    D
    `( e)/(2 pi r)`
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    In the bohr model, the electron of a hydrogen atom moves in circular orbit of radis 5.3xx10^-11 m with speed of 2.2xx10^6 m//s . Determine its frequency f and the current l in the orbit.

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