Chemistry 152T Test #1 - Lecture Flashcards
(92 cards)
What are significant figures?
(Important Numbers) - Non place holding digits in a measurement - Way of rounding in chemistry - helps keep answer precise (represent precision of a measured quantity).
You round to a number of significant figures to keep your answer _______________?
Precise - “A chain is no stronger than its weakest link.”
What can change a measurement?
The instrument you use.
What is precision?
Decimal place that you can measure to.
More significant figures = _____________?
More precise answer.
Place Holder zeros (are/are not) significant figures? Why?
They are not significant figures because if you take these away, you change the actual number.
How many significant figures are in 1.5 * 10^3?
2 significant figures.
How many significant figures are in 1.50 * 10^3?
3 significant figures.
How many significant figures are in 150o?
3 significant figures.
How many significant figures are in 1500.?
4 significant figures.
How many significant figures are in 1.500 * 10^3?
4 significant figures.
How many significant figures are in 1.0 (repeating 0’s)?
Infinite number of significant figures.
There is always ________________ in measurement.
uncertainty.
All nonzero numbers are (significant/not significant)?
Significant.
Zeros in between nonzero numbers are (significant/not significant)?
Significant.
Trailing zeros (zeros to the right of a nonzero number) that fall after a decimal point are (significant/not significant)?
Significant.
Trailing zeros before a decimal point are (significant/not significant)?
Not significant, unless they have a bar over them or an explicit decimal point.
Leading zeros (zeros to the left of the first nonzero number) are (significant/not significant)?
Not significant.
Exact numbers have _______________ significant figures.
An infinite number of (Because they have no ambiguity) - These include counts, defined quantities, and integers in an equation.
When you are multiplying and dividing significant figures, what happens?
The answer is limited by the number with the least significant figures.
What is 5.02 * 89.665 * 0.10? Round with significant figures accordingly.
45 (45.0118 before rounding to least amount of significant figures).
What is 0.0267 * 2.1? Round with significant figures accordingly.
0.056 (0.05607 before rounding to least amount of significant figures).
What happens when you are adding or subtracting significant figures?
The answer is limited to the same number of places as the number with the least places.
What is 0.664 - 0.65? Round with significant figures accordingly.
0.01 (0.014 before eliminating the extra place).