Determine the number of atomic number, mass number, proton ... - Free Printable
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Step-by-step solution for: Determine the number of atomic number, mass number, proton ...
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Show Answer Key & Explanations
Step-by-step solution for: Determine the number of atomic number, mass number, proton ...
Let's solve the problem step by step using the information provided in the image and basic atomic structure principles.
We are given a table with elements: Lithium (Li), Beryllium (Be), Boron (B), and Nitrogen (N). We need to fill in missing values for:
- Atomic mass
- Number of electrons (e⁻)
- Number of protons (p⁺)
- Number of neutrons (n⁰)
---
1. Atomic number (Z) = Number of protons (p⁺)
2. In neutral atoms, number of electrons (e⁻) = number of protons
3. Atomic mass (A) ≈ Mass number = protons + neutrons → so:
- Number of neutrons (n⁰) = Atomic mass − Atomic number
4. Atomic masses are usually given as average atomic masses (from periodic table).
---
Now let’s complete the table row by row.
---
- Name: Lithium
- Atomic number: 3 → So, p⁺ = 3
- Electrons (e⁻): 3 (neutral atom)
- Atomic mass: From periodic table, 6.941 (rounded to 7 in some contexts, but we use 6.941)
- Neutrons (n⁰) = Atomic mass − Atomic number ≈ 6.941 − 3 ≈ 3.941 → But since neutrons must be whole numbers, we consider the most common isotope.
Actually, the most common isotope of lithium is Li-7, which has:
- 3 protons
- 4 neutrons
- So n⁰ = 4
But the atomic mass listed on the periodic table is 6.941, an average of isotopes (Li-6 and Li-7). For this exercise, since it says "atomic mass" and gives 6.941, we can use that.
So:
- Atomic mass: 6.941
- Number of e⁻: 3
- Number of p⁺: 3
- Number of n⁰: Since mass ≈ 7 (rounding), and protons = 3 → neutrons = 7 − 3 = 4
✔ So: n⁰ = 4
---
- Name: Beryllium
- Atomic number: 4 → So, p⁺ = 4
- Electrons (e⁻): 4 (neutral atom)
- Atomic mass: From periodic table, 9.0122 → round to 9
- Neutrons (n⁰) = Atomic mass − Atomic number ≈ 9.0122 − 4 ≈ 5.0122 → So n⁰ = 5 (most stable isotope is Be-9)
Given in the table: n⁰ = 5 ✔
So:
- Atomic mass: 9.0122
- Number of e⁻: 4
- Number of p⁺: 4
- Number of n⁰: 5
---
- Name: Boron
- Atomic number: ? → Given Atomic mass = 11, and p⁺ = 5
- So Atomic number = 5 → because p⁺ = atomic number
- Electrons (e⁻) = 5 (neutral atom)
- Atomic mass: 11 (given)
- Neutrons (n⁰) = 11 − 5 = 6
So:
- Atomic number: 5
- Atomic mass: 11
- e⁻: 5
- p⁺: 5
- n⁰: 6
Note: Actual atomic mass of boron is 10.81, but here it's simplified to 11, probably referring to the isotope B-11.
---
- Name: Nitrogen
- Atomic number: 7 → So p⁺ = 7
- Atomic mass: 14 (given)
- Electrons (e⁻) = 7 (neutral atom)
- Neutrons (n⁰) = 14 − 7 = 7
So:
- Atomic number: 7
- Atomic mass: 14
- e⁻: 7
- p⁺: 7
- n⁰: 7
---
| Name of element | Atomic number | Atomic mass | Number of e⁻ | Number of p⁺ | Number of n⁰ |
|------------------|---------------|-------------|--------------|--------------|--------------|
| Lithium | 3 | 6.941 | 3 | 3 | 4 |
| Beryllium | 4 | 9.0122 | 4 | 4 | 5 |
| Boron | 5 | 11 | 5 | 5 | 6 |
| Nitrogen | 7 | 14 | 7 | 7 | 7 |
---
- Lithium: Atomic mass = 6.941, n⁰ = 4
- Beryllium: p⁺ = 4, atomic mass = 9.0122
- Boron: atomic number = 5, e⁻ = 5, n⁰ = 6
- Nitrogen: e⁻ = 7, p⁺ = 7, n⁰ = 7
This completes the table based on atomic structure rules and periodic table data.
We are given a table with elements: Lithium (Li), Beryllium (Be), Boron (B), and Nitrogen (N). We need to fill in missing values for:
- Atomic mass
- Number of electrons (e⁻)
- Number of protons (p⁺)
- Number of neutrons (n⁰)
---
🔹 Key Concepts:
1. Atomic number (Z) = Number of protons (p⁺)
2. In neutral atoms, number of electrons (e⁻) = number of protons
3. Atomic mass (A) ≈ Mass number = protons + neutrons → so:
- Number of neutrons (n⁰) = Atomic mass − Atomic number
4. Atomic masses are usually given as average atomic masses (from periodic table).
---
Now let’s complete the table row by row.
---
1. Lithium (Li)
- Name: Lithium
- Atomic number: 3 → So, p⁺ = 3
- Electrons (e⁻): 3 (neutral atom)
- Atomic mass: From periodic table, 6.941 (rounded to 7 in some contexts, but we use 6.941)
- Neutrons (n⁰) = Atomic mass − Atomic number ≈ 6.941 − 3 ≈ 3.941 → But since neutrons must be whole numbers, we consider the most common isotope.
Actually, the most common isotope of lithium is Li-7, which has:
- 3 protons
- 4 neutrons
- So n⁰ = 4
But the atomic mass listed on the periodic table is 6.941, an average of isotopes (Li-6 and Li-7). For this exercise, since it says "atomic mass" and gives 6.941, we can use that.
So:
- Atomic mass: 6.941
- Number of e⁻: 3
- Number of p⁺: 3
- Number of n⁰: Since mass ≈ 7 (rounding), and protons = 3 → neutrons = 7 − 3 = 4
✔ So: n⁰ = 4
---
2. Beryllium (Be)
- Name: Beryllium
- Atomic number: 4 → So, p⁺ = 4
- Electrons (e⁻): 4 (neutral atom)
- Atomic mass: From periodic table, 9.0122 → round to 9
- Neutrons (n⁰) = Atomic mass − Atomic number ≈ 9.0122 − 4 ≈ 5.0122 → So n⁰ = 5 (most stable isotope is Be-9)
Given in the table: n⁰ = 5 ✔
So:
- Atomic mass: 9.0122
- Number of e⁻: 4
- Number of p⁺: 4
- Number of n⁰: 5
---
3. Boron (B)
- Name: Boron
- Atomic number: ? → Given Atomic mass = 11, and p⁺ = 5
- So Atomic number = 5 → because p⁺ = atomic number
- Electrons (e⁻) = 5 (neutral atom)
- Atomic mass: 11 (given)
- Neutrons (n⁰) = 11 − 5 = 6
So:
- Atomic number: 5
- Atomic mass: 11
- e⁻: 5
- p⁺: 5
- n⁰: 6
Note: Actual atomic mass of boron is 10.81, but here it's simplified to 11, probably referring to the isotope B-11.
---
4. Nitrogen (N)
- Name: Nitrogen
- Atomic number: 7 → So p⁺ = 7
- Atomic mass: 14 (given)
- Electrons (e⁻) = 7 (neutral atom)
- Neutrons (n⁰) = 14 − 7 = 7
So:
- Atomic number: 7
- Atomic mass: 14
- e⁻: 7
- p⁺: 7
- n⁰: 7
---
✔ Final Completed Table:
| Name of element | Atomic number | Atomic mass | Number of e⁻ | Number of p⁺ | Number of n⁰ |
|------------------|---------------|-------------|--------------|--------------|--------------|
| Lithium | 3 | 6.941 | 3 | 3 | 4 |
| Beryllium | 4 | 9.0122 | 4 | 4 | 5 |
| Boron | 5 | 11 | 5 | 5 | 6 |
| Nitrogen | 7 | 14 | 7 | 7 | 7 |
---
🟩 Summary of Missing Values Filled In:
- Lithium: Atomic mass = 6.941, n⁰ = 4
- Beryllium: p⁺ = 4, atomic mass = 9.0122
- Boron: atomic number = 5, e⁻ = 5, n⁰ = 6
- Nitrogen: e⁻ = 7, p⁺ = 7, n⁰ = 7
This completes the table based on atomic structure rules and periodic table data.
Parent Tip: Review the logic above to help your child master the concept of calculating protons neutrons and electrons worksheet.