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Cheatography

Gr12_P6_LT1 Cheat Sheet (DRAFT) by

Long Test is almost near oh no.

This is a draft cheat sheet. It is a work in progress and is not finished yet.

Physics

experi­mental science
study of the physical world ( intera­ctions between energy and matter)

Models, Theories, and Laws

Model
analogy
 
repres­ent­ation of a phenomena in terms of something else we are familiar with
Theory
more detailed
 
gives quanti­tat­ively testable predic­tions
Law
concise, general statement of nature behavior

Classical Physics

Acoustics
sound & sound propag­ation
Electr­oma­gnetism
electr­icity
Mechanics
object's state of motion
Optics
light and color
Thermo­dyn­amics
heat

Modern Physics

Nuclea­r/A­tomic
nuclear power plants
Quantum
matter & energy at fundam­ental lvl
Relativity
focused on Einstein's study
Condensed Matter
substances in their solid state
Plasma
superh­eated matter
Low Temper­ature

Filipino Physicists

Christ­opher & Ma. Victoria Bernido
teaching physics, innovative way
Caesar Saloma, PhD
optics contri­butions
Fr. Jose Ramon Villarin, SJ
atmosp­heric science contri­butions
Reinabelle Reyes, PhD
astrop­hys­icist, data scientist
 
confirmed Einstein's Theory of Relativity
Reginald Christian Bernardo, PhD
first homegrown gravit­ational scientist
Jacquiline Romero PhD
experi­mental quantum inform­ation expert
 

Measur­ement

End all measur­ements with first uncertain digit
Plastic Ruler
piece of plastic
 
uncert­ainty: ±0.5
Vernier Caliper
more accurate than ruler
 
used on rings
 
always 3 decimal places
 
can measure depth of hole
 
uncert­ainty ±0.025
Micrometer
more accurate than ruler and caliper
 
one revolu­tion: ±0.500
 
uncert­ainty: ±0.005

Signif­icant Figures Rules

all nonzero digits are signif­icant
5, 121, 859
6 SigFigs
zeros between nonzero digits are signif­icant
5, 101, 009
6 SF
zeros before first nonzero digit are not sig
0.0051
2 SF
trailing zeros after decimal point are sig
5.0000
5 SF
trailing zeros without decimal point are not sig
500
1 SF
 

Vectors and Scalars

Scalar Quantities
magnitude only, no direction
 
distance, speed, time
Vector Quantities
magnitude + direction
 
displa­cement, velocity, accele­ration

Vector Additions

Graphical Method
parall­elogram
 
head-t­o-tail
Mathem­atical Method
law of sines and consines
 
supported by graphical method

Parall­elogram Method

initial points coincide, Vr represents resultant vector

Head to Tail Method

uses the Pythag­orean theorem