Chapter 1 Flashcards

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1
Q

A factor is what?

A

A factor is a number by which a quantity is multiplied or divided when it is changed from one value to another (ex. might say the power increased by a factor of 2 if it doubled overtime)

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2
Q

A factor is really a _______, its original value divided over its final value

A

Ratio

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3
Q

If a quantity increased by n% (a certain percentage) then it means, it’s by a factor of ___________

A

1 + (n/100)

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4
Q

If a quantity decreases by n% then it means it is multiplied by a factor of ___________

A

1- (n/100) (ex. AN increase of 5% means 1.05 times the original value & a decrease of 4% means its 0.96 times the original value)

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5
Q

When it says “increase by some factor” have to think of the problem, as _________

A

A proportion (ex. Say A is proportional to B means that if B increases by some factor then A must increase by some factor as well)

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6
Q

If two things are proportional to each other then their ratio are ______ to each other

A

Equal

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7
Q

Anytime you see a quantity _______ to something then its proportional to it

A

Equal

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8
Q

The most basic way to indicate the precision of a quantity is to write it with the correct number of ___________

A

Significant figures (the more sig figs the more accurate the measurement is)

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9
Q

What are the rules for identifying significant figures?

A
  1. Nonzero digits are always significant
  2. Final or ending zero to the right of the decimal point are significant
  3. Zeros written to the right of the decimal point for the purpose of spacing the decimal point are not significant
  4. Zeros written to the left of the decimal point may be significant or they may only be there to space the decimal point
  5. Zeros written between sig figs are significant
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10
Q

How do you do calculations with sig figs?

A
  1. When two or more quantities are added or subtracted the answer is as precise as the least precise number (least sig figs)
  2. When quantities are multiplied or divided the result have the same number of sig figs as the quantity with the smallest number of sig figs
  3. In a series of calculations rounding to the current number of sig figs should be done at the end not at each step
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11
Q

When info for a problem is missing to get a precise answer you use an ____________ to solve it

A

Oder-of-magnitude

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12
Q

______________ means “roughly what power of ten?” where we try to keep the number one sig fig

A

Order - of - magnitiude

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13
Q

W

A
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14
Q

What are some Prefix abbreviations?

A
  1. peta (P) (1015)
  2. tera (T) (1012)
  3. Giga (G) (109)
  4. Mega (M) (106)
  5. Kilo (k) (103)
  6. Deci (d) (10-1)
  7. Centi © (10-2)
  8. Milli (m) (10-3)
  9. Micro (M) (10-6)
  10. Nano (n) (10-9)
  11. Pico (p) (10-12)
  12. Femto (f) (10-15)
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15
Q

What are the length conversions?

A
  1. 1in = 2.54cm
  2. 1cm = 0.3937in
  3. 1ft = 30.48cm
  4. 1m = 39.37in = 3.281ft
  5. 1mi = 5280ft =1.609km
  6. 1km = 0.6214mi
  7. 1 ly = 9.461 x 1015m
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16
Q

What is the conversion for time?

A
  1. 1 yr = 365.24 days = 3.156 x 107
  2. 1 day = 24hours = 1440mins = 8.64 x 104
17
Q

What are the conversions for volume?

A
  1. 1L = 1000cm3 = 1 x 10-3m3
  2. 1cm3 = 0.06102 in3 = 1mL = 1x 10-6m3
  3. 1m3 = 1 x 106cm3
  4. 1 gal = 3.785 L
18
Q

What is the conversion for mass?

A
  1. 1 kg = 1000g
  2. 1u= 1.6605 x 10-27kg
  3. 1u = 931.494 MeV/c2
19
Q

Dimensions

A

Are basic types of unites like time, length, mass, etc (can’t convert dimensions of there no way to convert between two different units of measurements like can’t add 3 m to 2kg cuz one measure length & the other measures mass)

20
Q

__________ are used to help us see a pattern in the relationship between two quantities (independent variable & dependent variable)

A

Graphs

21
Q

The independent variable is usually plotted along the ________ axis of the graph

A

Horizontal

22
Q

A plot of p vs q is plotted on the vertical axis which makes it the ________ variable & q is plotted on the horizontal axis which makes it the independent variable

A

Dependent