Quiz 3 (Sections 2.1-2.2) Flashcards
What is the rule for calculating significant digits when performing a series of calculations
round your answers to significant figures only at the end of all calculcations to avoid multiple rounding errors. If an intermediate value is so long that it must be rounded, keep atleast one more digit than the significant digit rules allow.
What is the rule for calculating significant digits when averaging a series of measurements
the average should not have more significant digits than the measured values
the closeness of a measurement to the quanitity’s actual value
accuracy
kilo-
one thousand
mathematical statement that two expressions are equal
equation
standard of measure
a specific measure to which other measures are compared to ensure uniformity
one thousand
kilo-
What is the rule for calculating significant digits when adding and subtracting
results are rounded to the last place that is significant in the least accurate measurement
What are the five rules that can be used to determine how many significant digits are in a given value
- All nonzero digits are significant.
- Zeros at the beginning of a number are NEVER significant.
- Zeros between nonzero digits are significant.
- Zeros that are at the end of a number that has a decimal point are significant.
- Zeros at the end of a number that does not have a decimple point are placeholders and are considered NOT significant.
metric system
system of measurement developed in France that uses prefixes attached to base units to make new units
Why is it measured data must include units?
A measurement must have units to be meaningful
What is the rule for calculating significant digits when multiplying and dividing
the answer is rounded to the same number of significant digits as the least significant factor
a specific measure to which other measures are compared to ensure uniformity
standard of measure
system of measurement developed in France that uses prefixes attached to base units to make new units
metric system
equation
mathematical statement that two expressions are equal
accuracy
the closeness of a measurement to the quanitity’s actual value