The image provided is a reference sheet or worksheet cover titled "Visual relationship of metric units and how to convert between units." It displays a "Metric Conversion Worksheet" graphic with a staircase diagram showing the order of metric prefixes (Kilo, Hecto, Deka, Base Unit, Deci, Centi, Milli) and instructions on how to move the decimal point for conversions.
Since there is no specific math problem or question asked in the prompt, but rather an educational resource shown, I will explain how to use the tool shown in the image to solve metric conversion problems. This aligns with the "ExplainAnswer" intent by explaining the solution method presented in the visual.
Explanation:
The image shows a common method for converting metric units called the "metric staircase" or "ladder method." Here is how you use it step-by-step:
1.
Identify the Order: The stairs go from largest unit to smallest unit.
* Top (Largest): Kilo- (k)
* Next: Hecto- (h)
* Next: Deka- (da)
* Middle (Base Unit): Meter (m), Liter (L), or Gram (g)
* Next: Deci- (d)
* Next: Centi- (c)
* Bottom (Smallest): Milli- (m)
2.
Determine Direction:
* If you are converting from a
larger unit to a
smaller unit (going down the stairs, like Kilo to Milli), you move the decimal point to the
right.
* If you are converting from a
smaller unit to a
larger unit (going up the stairs, like Milli to Kilo), you move the decimal point to the
left.
3.
Count the Steps: Count how many "stairs" or jumps you make between the two units. Each jump represents one place value.
4.
Move the Decimal: Move the decimal point in your number that many places in the direction you determined.
Example:
Let's say you want to convert 5 Kilometers (km) to Meters (m).
* Start at
Kilo.
* End at
Base Unit (Meter).
* That is
3 steps down (Kilo -> Hecto -> Deka -> Base).
* Since you are going down to smaller units, move the decimal
3 places to the right.
* 5. becomes 5000.
* Answer: 5 km = 5,000 m.
Another Example:
Convert 250 Centimeters (cm) to Meters (m).
* Start at
Centi.
* End at
Base Unit (Meter).
* That is
2 steps up (Centi -> Deci -> Base).
* Since you are going up to larger units, move the decimal
2 places to the left.
* 250. becomes 2.50.
* Answer: 250 cm = 2.5 m.
Final Answer:
The image illustrates the metric conversion ladder method. To convert units:
1. Find your starting unit and ending unit on the staircase.
2. Count the number of steps between them.
3. If moving down the stairs (larger to smaller), move the decimal point to the right.
4. If moving up the stairs (smaller to larger), move the decimal point to the left.
5. Move the decimal point one spot for each step counted.
Parent Tip: Review the logic above to help your child master the concept of metric conversion practice worksheet answers.
