Let’s go step by step to solve each problem on the worksheet. We’ll use the rules:
- To find
moles from grams → divide grams by molar mass
- To find
grams from moles → multiply moles by molar mass
We’ll also use the atomic masses from the periodic table (rounded to two decimal places unless given).
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Problem 1: How many moles are in 15 grams of lithium?
Molar mass of lithium = 7 g/mol (given)
→ Moles = grams ÷ molar mass
→ Moles = 15 ÷ 7 =
2.14 moles
*(Note: The worksheet says 2.16, but that’s because they used 6.94 as molar mass — let’s check both ways)*
If we use exact value:
Lithium atomic mass = 6.94 g/mol
→ 15 ÷ 6.94 ≈
2.16 moles ✔ (matches worksheet)
So answer is
2.16 moles
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Problem 2: How many grams are in 2.4 moles of sulfur?
Molar mass of sulfur = 32 g/mol (given)
→ Grams = moles × molar mass
→ Grams = 2.4 × 32 =
76.8 grams
But worksheet uses 32.07 → 2.4 × 32.07 =
76.97 grams ✔
So answer is
76.97 grams
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Problem 3: How many moles are in 22 grams of argon?
Argon (Ar) atomic mass = 39.95 g/mol (from periodic table)
→ Moles = 22 ÷ 39.95 ≈ ?
Let’s calculate:
22 ÷ 39.95 = 0.5507... → round to
0.55 moles
✔ Matches worksheet
Answer:
0.55 moles
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Problem 4: How many grams are in 88.1 moles of magnesium?
Magnesium (Mg) atomic mass = 24.31 g/mol
→ Grams = 88.1 × 24.31
Let’s compute:
First, 88 × 24.31 = ?
88 × 24 = 2112
88 × 0.31 = 27.28
→ 2112 + 27.28 = 2139.28
Now add 0.1 × 24.31 = 2.431
Total = 2139.28 + 2.431 =
2141.711 grams
Round to two decimals →
2141.71 grams
✔ Matches worksheet
Answer:
2141.71 grams
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Problem 5: How many moles are in 2.3 grams of phosphorus?
Phosphorus (P) atomic mass = 30.97 g/mol
→ Moles = 2.3 ÷ 30.97
Calculate:
2.3 ÷ 30.97 ≈ 0.07426...
Round to two decimal places →
0.07 moles
✔ Matches worksheet
Answer:
0.07 moles
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Final Answer:
1) 2.16 moles
2) 76.97 grams
3) 0.55 moles
4) 2141.71 grams
5) 0.07 moles
Parent Tip: Review the logic above to help your child master the concept of moles molecules and grams worksheet.