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MB to GB worksheet

Grades 5–6 · CCSS 5.NBT.A.2

Solve each problem and show your work. Round answers to 2 decimal places where needed.

1.
Problem 1.
- Value to convert: 500
- Direction: Gigabytes → Megabytes
Find: In megabytes
Answer
2.
Problem 2.
- Value to convert: 550
- Direction: Megabytes → Gigabytes
Find: In gigabytes
Answer
3.
Problem 3.
- Value to convert: 420
- Direction: Megabytes → Gigabytes
Find: In gigabytes
Answer
4.
Problem 4.
- Value to convert: 400
- Direction: Megabytes → Gigabytes
Find: In gigabytes
Answer
5.
Problem 5.
- Value to convert: 350
- Direction: Megabytes → Gigabytes
Find: In gigabytes
Answer
6.
Problem 6.
- Value to convert: 450
- Direction: Gigabytes → Megabytes
Find: In megabytes
Answer
7.
Problem 7.
- Value to convert: 450
- Direction: Megabytes → Gigabytes
Find: In gigabytes
Answer
8.
Problem 8.
- Value to convert: 625
- Direction: Megabytes → Gigabytes
Find: In gigabytes
Answer
9.
Problem 9.
- Value to convert: 700
- Direction: Gigabytes → Megabytes
Find: In megabytes
Answer
10.
Problem 10.
- Value to convert: 650
- Direction: Megabytes → Gigabytes
Find: In gigabytes
Answer

Answer key: MB to GB worksheet

1. In megabytes: 500,000 MB
1. Start with the conversion factor: 1 GB is exactly 1,000 MB
  $1 GB$ $= 1,000 MB$
2. Multiply your gigabytes by 1,000 to get megabytes
  $500 GB \times 1,000$ $= 500,000 MB$
2. In gigabytes: 0.55 GB
1. The official definition goes the other way: 1 GB is exactly 1,000 MB
  $1 GB$ $= 1,000 MB$
2. So divide your megabytes by 1,000 to get gigabytes
  $\frac{550 MB}{1,000}$ $= 0.55 GB$
3. Or multiply by 0.001 instead. It gives the same answer, because 1 ÷ 1,000 = 0.001
  $550 MB \times 0.001$ $= 0.55 GB$
3. In gigabytes: 0.42 GB
1. The official definition goes the other way: 1 GB is exactly 1,000 MB
  $1 GB$ $= 1,000 MB$
2. So divide your megabytes by 1,000 to get gigabytes
  $\frac{420 MB}{1,000}$ $= 0.42 GB$
3. Or multiply by 0.001 instead. It gives the same answer, because 1 ÷ 1,000 = 0.001
  $420 MB \times 0.001$ $= 0.42 GB$
4. In gigabytes: 0.4 GB
1. The official definition goes the other way: 1 GB is exactly 1,000 MB
  $1 GB$ $= 1,000 MB$
2. So divide your megabytes by 1,000 to get gigabytes
  $\frac{400 MB}{1,000}$ $= 0.4 GB$
3. Or multiply by 0.001 instead. It gives the same answer, because 1 ÷ 1,000 = 0.001
  $400 MB \times 0.001$ $= 0.4 GB$
5. In gigabytes: 0.35 GB
1. The official definition goes the other way: 1 GB is exactly 1,000 MB
  $1 GB$ $= 1,000 MB$
2. So divide your megabytes by 1,000 to get gigabytes
  $\frac{350 MB}{1,000}$ $= 0.35 GB$
3. Or multiply by 0.001 instead. It gives the same answer, because 1 ÷ 1,000 = 0.001
  $350 MB \times 0.001$ $= 0.35 GB$
6. In megabytes: 450,000 MB
1. Start with the conversion factor: 1 GB is exactly 1,000 MB
  $1 GB$ $= 1,000 MB$
2. Multiply your gigabytes by 1,000 to get megabytes
  $450 GB \times 1,000$ $= 450,000 MB$
7. In gigabytes: 0.45 GB
1. The official definition goes the other way: 1 GB is exactly 1,000 MB
  $1 GB$ $= 1,000 MB$
2. So divide your megabytes by 1,000 to get gigabytes
  $\frac{450 MB}{1,000}$ $= 0.45 GB$
3. Or multiply by 0.001 instead. It gives the same answer, because 1 ÷ 1,000 = 0.001
  $450 MB \times 0.001$ $= 0.45 GB$
8. In gigabytes: 0.63 GB
1. The official definition goes the other way: 1 GB is exactly 1,000 MB
  $1 GB$ $= 1,000 MB$
2. So divide your megabytes by 1,000 to get gigabytes
  $\frac{625 MB}{1,000}$ $= 0.625 GB$
3. Or multiply by 0.001 instead. It gives the same answer, because 1 ÷ 1,000 = 0.001
  $625 MB \times 0.001$ $= 0.625 GB$
9. In megabytes: 700,000 MB
1. Start with the conversion factor: 1 GB is exactly 1,000 MB
  $1 GB$ $= 1,000 MB$
2. Multiply your gigabytes by 1,000 to get megabytes
  $700 GB \times 1,000$ $= 700,000 MB$
10. In gigabytes: 0.65 GB
1. The official definition goes the other way: 1 GB is exactly 1,000 MB
  $1 GB$ $= 1,000 MB$
2. So divide your megabytes by 1,000 to get gigabytes
  $\frac{650 MB}{1,000}$ $= 0.65 GB$
3. Or multiply by 0.001 instead. It gives the same answer, because 1 ÷ 1,000 = 0.001
  $650 MB \times 0.001$ $= 0.65 GB$