Principal quantum number if he+? Calculate the radius of fourth orbit in he+ atom
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Principle quantum number: 1 (1s¹ - ns¹ )
Radius of orbit = [0.529 × n²/Z] A⁰ units
Here, given n = 4, Z = 2
Substituting those values in above formula,
R = 0.529 x 4² /2
= 0.529 x 8
= 4.232 A⁰
Therefore, it's radius is 4.232 A⁰
Radius of orbit = [0.529 × n²/Z] A⁰ units
Here, given n = 4, Z = 2
Substituting those values in above formula,
R = 0.529 x 4² /2
= 0.529 x 8
= 4.232 A⁰
Therefore, it's radius is 4.232 A⁰
LoganDRavager:
Ok but the formula is different in book
r4= r X n square
Yeah
I'm little confused , if principal quantum number of he+ is 1 which n then how radius of fourth orbit , n = 4?
Ok I get it
Answered by
0
Answer: Principle quantum number: 1 (1s¹ - ns¹ )
Radius of orbit = [0.529 × n²/Z] A⁰ units
Here, given n = 4, Z = 2
Substituting those values in above formula,
R = 0.529 x 4² /2
= 0.529 x 8
= 4.232 A⁰
Therefore, it's radius is 4.232 A⁰
Explanation:
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