Question
How many electrons are in a potassium atom?
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)
- 19
- 39
- 20
- 40
Hint:
In a neutral atom number of protons and electrons are equal.
The correct answer is: 19
- Atomic number = number of protons, atomic mass = number of protons + number of neutrons.
- In a neutral atom number of protons and electrons are equal.
- Atomic number of potassium is 19 and atomic mass is 39.08 which is almost equal to 39. Therefore, number of electrons is 19.
Related Questions to study
How many neutrons does fluorine have?
![](data:image/png;base64,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)
How many neutrons does fluorine have?
![](data:image/png;base64,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)
How many neutrons does sodium have?
![](data:image/png;base64,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)
How many neutrons does sodium have?
![](data:image/png;base64,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)
How many electrons can fit in the second or third orbit?
How many electrons can fit in the second or third orbit?
What is the maximum amount of electrons that can fit in the first orbit of a Bohr-Diagram?
What is the maximum amount of electrons that can fit in the first orbit of a Bohr-Diagram?
What is the charge of an electron?
What is the charge of an electron?
What is the charge of a proton?
What is the charge of a proton?
Which of the following best describes the Bohr model of an atom?
Which of the following best describes the Bohr model of an atom?
What is the center of the atom called?
What is the center of the atom called?
What is the charge of a neutron?
What is the charge of a neutron?
How many shells are present in potassium?
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)
The region surrounding a nucleus, known as an electron shell, is where electrons are typically located.
¶1s, 2s, 2p, 3s, 3d, 4p, 5s, 4f, 5d, 6p, 7s, 5f, 6d, 7p, and 8s are the numbers in order. Although it is difficult to remember, there is a simple approach. Move from top to bottom, top right end to the bottom left of each line, in the order of the lines.
¶The lowest accessible shell nearest to the nucleus must be occupied by electrons.
¶The most electrons that can fit into each shell are:
¶There were two in the first shell, eight in the next, and eight in the last.
The twenty-first element, calcium, has two more electrons in the fourth shell.
How many shells are present in potassium?
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)
The region surrounding a nucleus, known as an electron shell, is where electrons are typically located.
¶1s, 2s, 2p, 3s, 3d, 4p, 5s, 4f, 5d, 6p, 7s, 5f, 6d, 7p, and 8s are the numbers in order. Although it is difficult to remember, there is a simple approach. Move from top to bottom, top right end to the bottom left of each line, in the order of the lines.
¶The lowest accessible shell nearest to the nucleus must be occupied by electrons.
¶The most electrons that can fit into each shell are:
¶There were two in the first shell, eight in the next, and eight in the last.
The twenty-first element, calcium, has two more electrons in the fourth shell.