The speed of electron in the first Bohr Orbit of H atom is :
i) c / 1.37
ii) c / 1370
iii ) c / 13.7
iv ) c / 137
Here C refers to the speed of light.
Chapter : Structure of Atoms
Class : 11
Answer needed with the required calculations !!
RJRishabh:
sorry bro !!
Answers
Answered by
65
We know that,
Velocity of an electron in Bohr's Orbit is given by Following euqation:-
v =( 2πe²Z)/hñ
After putting all values Final formula comes as ;
v = 2.18 ×z/n
Where z is atomic number and n is Orbital number
For H atom z = 1
For first orbital n= 1
We get,
v = 2.19 × 10^6 m/sec
Refer to attachment for calculations;-)
Note:- Unit of velocity should be mentioned in question!
Velocity of an electron in Bohr's Orbit is given by Following euqation:-
v =( 2πe²Z)/hñ
After putting all values Final formula comes as ;
v = 2.18 ×z/n
Where z is atomic number and n is Orbital number
For H atom z = 1
For first orbital n= 1
We get,
v = 2.19 × 10^6 m/sec
Refer to attachment for calculations;-)
Note:- Unit of velocity should be mentioned in question!
Attachments:
Answered by
50
HEYA MATE !!!
I'LL TRY TO SOLVE...
________________....
By using the formula for velocity of electron in shell we can apply :-
V(in nth shell) = 2.18×10^6 Z/n
where ; Z = atomic no.
n = no. of shell..
V = 2.18 × 10^6 m/sec.
now,
If we say
2.18 × 10^ 6 = c/x
==> 2.18 × 10^6 = 3 × 10^8 m/s. /x
===> x = 3 × 10^8 / 2.18 × 10^6
===> x = 1.376 × 10^2
x = 137.6
so answer = 137 ( 4th option)
thanks moderator for giving me second chance of attempt...
*proudly Indian*
I'LL TRY TO SOLVE...
________________....
By using the formula for velocity of electron in shell we can apply :-
V(in nth shell) = 2.18×10^6 Z/n
where ; Z = atomic no.
n = no. of shell..
V = 2.18 × 10^6 m/sec.
now,
If we say
2.18 × 10^ 6 = c/x
==> 2.18 × 10^6 = 3 × 10^8 m/s. /x
===> x = 3 × 10^8 / 2.18 × 10^6
===> x = 1.376 × 10^2
x = 137.6
so answer = 137 ( 4th option)
thanks moderator for giving me second chance of attempt...
*proudly Indian*
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