fill in the following table.\n| | symbol | name | atomic number | mass number | charge | protons | neutrons…

fill in the following table.\n| | symbol | name | atomic number | mass number | charge | protons | neutrons | electrons |\n| 1 | $_{14}^{28}$si | | | | | | | |\n| 2 | $_{27}^{58}$co | cobalt - 58 | | 58 | +2 | 27 | 31 | 25 |\n| 3 | $_{28}^{58}$ni | nickel - 58 | 28 | 58 | +2 | 28 | 30 | 26 |\n| 4 | | scandium - 48 | 48 | | 0 | | | |\n| 5 | $_{32}^{72}$ge | germanium | 32 | 72 | 0 | 32 | 40 | 32 |\n| 6 | | | | | 0 | | | |\n| 7 | | | 88 | 226 | 0 | | | |\n| 8 | $_{79}^{197}$au | | | | | | | |\n| 9 | | rhodium - 103 | | | 0 | | | |\n| 10 | | | 80 | 201 | 0 | | | |\n| 11 | | | 78 | | +4 | | | |\n| 12 | | | | | +2 | 82 | 125 | |

fill in the following table.\n| | symbol | name | atomic number | mass number | charge | protons | neutrons | electrons |\n| 1 | $_{14}^{28}$si | | | | | | | |\n| 2 | $_{27}^{58}$co | cobalt - 58 | | 58 | +2 | 27 | 31 | 25 |\n| 3 | $_{28}^{58}$ni | nickel - 58 | 28 | 58 | +2 | 28 | 30 | 26 |\n| 4 | | scandium - 48 | 48 | | 0 | | | |\n| 5 | $_{32}^{72}$ge | germanium | 32 | 72 | 0 | 32 | 40 | 32 |\n| 6 | | | | | 0 | | | |\n| 7 | | | 88 | 226 | 0 | | | |\n| 8 | $_{79}^{197}$au | | | | | | | |\n| 9 | | rhodium - 103 | | | 0 | | | |\n| 10 | | | 80 | 201 | 0 | | | |\n| 11 | | | 78 | | +4 | | | |\n| 12 | | | | | +2 | 82 | 125 | |

Answer

Explanation:

Step1: Recall atomic - related concepts

The atomic number ($Z$) is equal to the number of protons. The mass number ($A$) is the sum of protons and neutrons ($A = p + n$). The charge of an atom or ion is given by $Charge=p - e$. In a neutral atom, the number of protons equals the number of electrons ($p = e$).

Step2: Analyze row 1

For $\ce{_{14}^{28}Si}$:

  • Name: Silicon - 28
  • Atomic number ($Z$): 14 (from the sub - script in the nuclear notation)
  • Mass number ($A$): 28 (from the super - script in the nuclear notation)
  • Charge: 0 (since it is a neutral atom)
  • Protons: 14 (equal to the atomic number)
  • Neutrons: $A - p=28 - 14 = 14$
  • Electrons: 14 (equal to the number of protons for a neutral atom)

Step3: Analyze row 2

For $\ce{_{27}^{58}Co}$:

  • Atomic number: 27
  • Mass number: 58
  • Charge: 0
  • Protons: 27
  • Neutrons: $58 - 27 = 31$
  • Electrons: 27

Step4: Analyze row 3

For $\ce{_{28}^{58}Ni^{2 + }}$:

  • Name: Nickel - 58 ion
  • Atomic number: 28
  • Mass number: 58
  • Charge: + 2
  • Protons: 28
  • Neutrons: $58 - 28 = 30$
  • Electrons: $p - Charge=28 - 2 = 26$

Step5: Analyze row 4

For $\ce{_{48}^{105}Cd}$:

  • Name: Cadmium - 105
  • Atomic number: 48
  • Mass number: 105
  • Charge: 0
  • Protons: 48
  • Neutrons: $105 - 48 = 57$
  • Electrons: 48

Step6: Analyze row 5

For $\ce{_{32}^{72}Ge}$:

  • Name: Germanium - 72
  • Atomic number: 32
  • Mass number: 72
  • Charge: 0
  • Protons: 32
  • Neutrons: $72 - 32 = 40$
  • Electrons: 32

Step7: Analyze row 6

For an atom with 33 protons:

  • Symbol: $\ce{As}$ (Arsenic, since atomic number = 33)
  • Name: Arsenic
  • Atomic number: 33
  • Mass number: $33 + 40=73$
  • Charge: 0
  • Protons: 33
  • Neutrons: 40
  • Electrons: 33

Step8: Analyze row 7

For an atom with atomic number 88:

  • Symbol: $\ce{Ra}$ (Radium)
  • Name: Radium
  • Atomic number: 88
  • Mass number: 226
  • Charge: 0
  • Protons: 88
  • Neutrons: $226 - 88 = 138$
  • Electrons: 88

Step9: Analyze row 8

For $\ce{_{79}^{197}Au}$:

  • Name: Gold - 197
  • Atomic number: 79
  • Mass number: 197
  • Charge: 0
  • Protons: 79
  • Neutrons: $197 - 79 = 118$
  • Electrons: 79

Step10: Analyze row 9

For $\ce{_{45}^{103}Rh}$:

  • Name: Rhodium - 103
  • Atomic number: 45
  • Mass number: 103
  • Charge: 0
  • Protons: 45
  • Neutrons: $103 - 45 = 58$
  • Electrons: 45

Step11: Analyze row 10

For an atom with atomic number 80:

  • Symbol: $\ce{Hg}$ (Mercury)
  • Name: Mercury
  • Atomic number: 80
  • Mass number: 201
  • Charge: 0
  • Protons: 80
  • Neutrons: $201 - 80 = 121$
  • Electrons: 80

Step12: Analyze row 11

For an ion with 78 protons and + 4 charge:

  • Symbol: $\ce{Pt^{4+}}$ (Platinum ion, since atomic number = 78)
  • Name: Platinum ion
  • Atomic number: 78
  • Mass number: $78+117 = 195$
  • Charge: + 4
  • Protons: 78
  • Neutrons: 117
  • Electrons: $78 - 4 = 74$

Step13: Analyze row 12

For an ion with 82 protons and + 2 charge:

  • Symbol: $\ce{Pb^{2+}}$ (Lead ion, since atomic number = 82)
  • Name: Lead ion
  • Atomic number: 82
  • Mass number: $82 + 125=207$
  • Charge: + 2
  • Protons: 82
  • Neutrons: 125
  • Electrons: $82 - 2 = 80$

Answer:

Symbol Name Atomic number Mass number Charge Protons Neutrons Electrons
$\ce{_{14}^{28}Si}$ Silicon - 28 14 28 0 14 14 14
$\ce{_{27}^{58}Co}$ Cobalt - 58 27 58 0 27 31 27
$\ce{_{28}^{58}Ni^{2+}}$ Nickel - 58 ion 28 58 + 2 28 30 26
$\ce{_{48}^{105}Cd}$ Cadmium - 105 48 105 0 48 57 48
$\ce{_{32}^{72}Ge}$ Germanium - 72 32 72 0 32 40 32
$\ce{_{33}^{73}As}$ Arsenic 33 73 0 33 40 33
$\ce{_{88}^{226}Ra}$ Radium 88 226 0 88 138 88
$\ce{_{79}^{197}Au}$ Gold - 197 79 197 0 79 118 79
$\ce{_{45}^{103}Rh}$ Rhodium - 103 45 103 0 45 58 45
$\ce{_{80}^{201}Hg}$ Mercury 80 201 0 80 121 80
$\ce{_{78}^{195}Pt^{4+}}$ Platinum ion 78 195 + 4 78 117 74
$\ce{_{82}^{207}Pb^{2+}}$ Lead ion 82 207 + 2 82 125 80