Provide some real-life situations where you would use the Greatest Possible Error.
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Answer:
This stick man is about 250 pixels tall. As we are measuring in pixels, the GPE is 1/2 pixel.
Example problem #1: What is the GPE for 5 meters?.
Step 1: Rephrase the question by putting the word “about” in front of the number:
What is the GPE for about 5 meters?.
This should make the sentence sound more familiar (i.e. “It’s about 5 meters”).
Step 2: Identify the unit measurement.
We are measuring in “meters.”
Step 3: Multiply the measurement in Step 2 by one half:
“meter” * 1/2 = 1/2 meter.
The GPE for 5 meters is 1/2 meter.
That’s it!
Example problem #2: What is the GPE for 3.9 inches?.
Step 1: Rephrase the question by putting the word “about” in front of the number:
What is the GPE for about 3.9 inches?.
This should make the sentence sound more familiar (i.e. “It’s about 3.9 inches”).
Step 2: Identify the unit measurement.
We are measuring in “inches.”
Step 3: Multiply the measurement in Step 2 by one half:
“Inches” * 1/2 = 1/2 inch.
The GPE for 3.9 inches is 1/2 inch.
That’s it!greatest possible error (GPE) is the largest amount a ballpark figure can miss the mark. It’s one half of the measuring unit you are using. For example:
If measuring in centimeters, the GPE is 1/2 cm.
…or in liters, the GPE is 1/2 L.
If measuring in feet, the GPE is 1/2 of a foot.
…or in tenths of a meter, the GPE is 1/2 of tenth of a meter (that’s 1/2 * 1/10 m = 0.05 m).
Note: “Error” in statistics doesn’t mean that it’s wrong; it just means it’s imprecise.
Step-by-step explanation: