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Accuracy: The closeness of a measurement to the true or actual value

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Presentation on theme: "Accuracy: The closeness of a measurement to the true or actual value"— Presentation transcript:

1 Accuracy: The closeness of a measurement to the true or actual value
Accuracy: The closeness of a measurement to the true or actual value. of what is being measured. BEING RIGHT! Accurate: Your measurement = 30.5 cm Actual length = 30.5

2 Precision: how SPECIFIC a measurement is
Less Precise More Precise 10 m m m 12 m m m 9 m m m Groups of measurements that are CLOSE in range to each other = more precise More SIG. FIGS. = more precise

3 Precise instruments; Precise measurements
Most precise (least estimation) Least precise (most estimation)

4 Precision Which ruler is the most precise?
Which ruler is not accurate?

5 Precision Precision of calculated answers is limited by the least precise measurement. Ex: 2.5 cm cm = 4.75  4.8 Measurements can be precise, but not accurate if an instrument is not calibrated correctly.

6 Precision & Significant Figures
Answers cannot be more precise than the least precise information given Examples = 23.72 Answer: 23.7 In + and - : Keep same # of decimal places

7 Answers that Reflect Precision
ADDING OR SUBTRACTING: Answer can only show as many decimal places as the measurement having the fewest number of decimal places. Example: When we add 3.76 g g g = g Our final answer is 20.7 g

8 Practice Quizzes on accuracy & precision:
Key Points: Accuracy – Are your measurements close to the true value? Precision – Are a group of measurements close to each other or in agreement? More precise instrumentation leads to greater precision.


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