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Metric conversions worksheet with a ladder diagram, practice problems, and a mnemonic for learning metric units.

A worksheet titled "Metric Conversions" featuring a ladder diagram for converting metric units, practice conversion problems, and a mnemonic phrase "King Henry Died Monday Drinking Chocolate Milk" to remember the metric system prefixes.

A worksheet titled "Metric Conversions" featuring a ladder diagram for converting metric units, practice conversion problems, and a mnemonic phrase "King Henry Died Monday Drinking Chocolate Milk" to remember the metric system prefixes.

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Show Answer Key & Explanations Step-by-step solution for: Metric Units Conversion Daily Practice Workbook: Big Workbook With
Let's solve each of the metric conversion problems step by step, using the metric ladder and the rules provided:

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🔁 Conversion Rules Recap:


- To convert to a smaller unit: Move decimal point right (multiply)
- To convert to a larger unit: Move decimal point left (divide)

The metric prefixes in order from largest to smallest:
> Kilo → Hecto → Deka → Basic Unit → Deci → Centi → Milli

Memory trick:
"King Henry Died Monday Drinking Chocolate Milk"
→ Kilo, Hecto, Deka, (Base), Deci, Centi, Milli

Each step is a factor of 10, so moving one step = multiply/divide by 10.

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Now let’s solve each problem:

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1) 3000 mg = ________ g



- mg → g: Move from milli to base (grams), which is 3 steps up (milli → centi → deci → base).
- So divide by 1000.
- $ 3000 \div 1000 = 3 $
- 3 g

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2) 105 km = ________ m



- km → m: Move from kilo to base (meters), 3 steps down (kilo → hecto → deka → meter).
- Multiply by 1000.
- $ 105 \times 1000 = 105,000 $
- 105,000 m

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3) 500 cm = ________ m



- cm → m: Move from centi to base (meters), 2 steps up (centi → deci → meter).
- Divide by 100.
- $ 500 \div 100 = 5 $
- 5 m

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4) 15.6 kg = ________ g



- kg → g: Move from kilo to base (grams), 3 steps down.
- Multiply by 1000.
- $ 15.6 \times 1000 = 15,600 $
- 15,600 g

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5) 10 mm = ________ cm



- mm → cm: Move from milli to centi, 1 step up.
- Divide by 10.
- $ 10 \div 10 = 1 $
- 1 cm

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6) 7 L = ________ mL



- L → mL: Liter is the base unit; mL is milli-liter → 3 steps down.
- Multiply by 1000.
- $ 7 \times 1000 = 7000 $
- 7000 mL

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7) 198 g = ________ kg



- g → kg: Move from base to kilo, 3 steps up.
- Divide by 1000.
- $ 198 \div 1000 = 0.198 $
- 0.198 kg

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8) 65 mL = ________ L



- mL → L: Move from milli to base, 3 steps up.
- Divide by 1000.
- $ 65 \div 1000 = 0.065 $
- 0.065 L

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9) 60 cm = ________ m



- cm → m: 2 steps up (centi → deci → meter).
- Divide by 100.
- $ 60 \div 100 = 0.6 $
- 0.6 m

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10) 7.6 m = ________ cm



- m → cm: 2 steps down (meter → deci → centi).
- Multiply by 100.
- $ 7.6 \times 100 = 760 $
- 760 cm

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11) 19 cm = ________ mm



- cm → mm: 1 step down (centi → milli).
- Multiply by 10.
- $ 19 \times 10 = 190 $
- 190 mm

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12) 1500 m = ________ km



- m → km: 3 steps up (meter → deka → hecto → kilo).
- Divide by 1000.
- $ 1500 \div 1000 = 1.5 $
- 1.5 km

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13) 25 g = ________ mg



- g → mg: 3 steps down (gram → decigram → centigram → milligram).
- Multiply by 1000.
- $ 25 \times 1000 = 25,000 $
- 25,000 mg

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14) 8.3 cm = ________ mm



- cm → mm: 1 step down.
- Multiply by 10.
- $ 8.3 \times 10 = 83 $
- 83 mm

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15) 130 mg = ________ g



- mg → g: 3 steps up.
- Divide by 1000.
- $ 130 \div 1000 = 0.13 $
- 0.13 g

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Final Answers:



| Problem | Answer |
|--------|--------|
| 1) 3000 mg = | 3 g |
| 2) 105 km = | 105,000 m |
| 3) 500 cm = | 5 m |
| 4) 15.6 kg = | 15,600 g |
| 5) 10 mm = | 1 cm |
| 6) 7 L = | 7000 mL |
| 7) 198 g = | 0.198 kg |
| 8) 65 mL = | 0.065 L |
| 9) 60 cm = | 0.6 m |
| 10) 7.6 m = | 760 cm |
| 11) 19 cm = | 190 mm |
| 12) 1500 m = | 1.5 km |
| 13) 25 g = | 25,000 mg |
| 14) 8.3 cm = | 83 mm |
| 15) 130 mg = | 0.13 g |

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📌 Tips for Success:


- Use the ladder method: Count how many steps you move and adjust decimal accordingly.
- Remember: Multiply when going down, Divide when going up.
- Use the mnemonic: KHD M DCMM (King Henry Died Monday Drinking Chocolate Milk).

Let me know if you'd like this as a printable answer key!
Parent Tip: Review the logic above to help your child master the concept of metric system conversions worksheets.
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