Question 1
Atoms of which element, indicated by letter on the periodic table, have the orbital-filling diagram shown below?
![](data:image/png;base64, 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)
![](data:image/png;base64, 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)
◦ A
◦ B
◦ C
◦ D
Question 2
Atoms of which element, indicated by letter on the periodic table, have the orbital-filling diagram shown below?
![](data:image/png;base64, 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)
◦ A
◦ B
◦ C
◦ D