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Discovering Design with Chemistry Chapter 8 part 1 Flashcards | StudBud
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Discovering Design with Chemistry Chapter 8 part 1
Discovering Design with Chemistry Chapter 8 part 1
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Answers
1
Repeating an experiment again and again or having others repeat it again and again is called:
futility
the definition of insanity
monotony
repeatability
2
The Author of the books asks, Is there something wrong with stoichiometry? What is the answer?
Of course! If there's something wrong it's always math's fault.
Absolutely! Made up words are silly.
The problem is the nut behind the beaker stand needs adjustment .
Of course not!
3
Which formula shows the actual number of each element in a compound?
Empirical formula
Stoichiotic formula
Molecular formula
Carbohydratic formula
4
What decreases when combining 50 mL vinegar with 2 grams sodium bicarbonate without containment?
weight
oxygen
mass
carbonation
5
What formula shows the simplest ratio of elements present in a compound?
Molecular formula
Carbohydratic formula
Empirical formula
Stoichiotic formula
6
What is the empirical formula of C
8
H
12
O
4
?
C2H302
C2H30
CH602
C4H602
7
When calculating chemistry, a person should be sure to check significant numbers at each step in the calculation.
True
False
8
Some compounds are both molecular and empirical formulas.
False
True
9
Experimental error is unavoidable.
False
True
10
Stoichiometry says 10g of product should be made. An experiment is run 4xs. Which has the most experimental error?
9 1/2
8.5
9.4
10.9
11
Experimental error is a real thing.
True
False
12
Things that work well on paper in our calculations always work out just as well in our experiments.
True
False
13
50g Ti burned in excess O. It produces a mass of 83.3g. What is the empirical formula?
Ti2O
Ti5O
TiO2
TiO4
14
What kind of formula is C
8
H
12
O
4
?
Carbohydratic
Empirical
Molecular
Stoichiometric
15
In this course, calculating percent yield is an important skill to have.
False
True
16
The difference between a quantity's measured value and its true value is . . .
50-75%
Quantifiable differentiation
sin
Experimental error.