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The Science of Physics Chapter One
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What is Φΰσις” ? Physics: from the greek word “Φΰσις” ( Physis: meaning nature The study of all the natural sciences Motion through spacetime Matter Gravity Light Energy Force Physics is the analysis of nature
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What is Φΰσις” ? Thales: Democritus: Ptolemy: Archimedes: Pythagoras:
first to question what makes matter Democritus: Origin of atoms Ptolemy: Nature of the stars Archimedes: Engineering and buoyancy Pythagoras: Quantitative answers
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What is Physics? Physics is the study of the physical world.
It explains how things work and why they do what they do.
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Scientists use models to simplify things
For example: Imagine studying the motion of a sailboat from one point to another.
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Models Ignore things that don’t matter (color, shape, waves, wind, sounds, etc.)
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Models Ignore things that don’t matter (color, shape, waves, wind, sounds, etc.) Treat the boat as a point with no shape, the water as a smooth surface, and wind blowing in only one direction
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The Scientific Method Imagine a police investigation of a car accident. You are the detective. How would you figure out what happened?
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Step 1: Make observations and collect data
Step 2: Form a Hypothesis (also called an educated guess) - I think this is what happened…. Step 3: Do experiments to test your hypothesis Step 4: Revise hypothesis, if necessary, according to experimental data Step 5: Draw a final conclusion: “This is what happened”
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The SI System of Measurement
(International System) International - used to communicate results to anyone throughout the world. - based on powers of ten Easy Give him cm and he’ll take cm Give him an inch and he’ll take a mile (cm)
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meter (length) meter (length) kilogram (mass) gram (mass)
The 3 Fundamental units in the SI system : Base Units Fundamental Units meter (length) kilogram (mass) second (time) meter (length) gram (mass) second (time)
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Cannot be just a number. Must have a unit with the quantity.
Measurements Cannot be just a number. Must have a unit with the quantity. Dimension - Description of what kind of quantity is represented by a measurement Three Fundamental or Basic dimensions 1. Length 2. Mass 3. Time
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Derived Units: Formed by combining fundamental units with multiplication or division. Examples: m3 m/s kg m/s2 m/s2 (newton)
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Merry king henry died belly up drinking chocolate malted milk mega M k
Power of 10 SI Prefixes Merry king henry died belly up drinking chocolate malted milk ______ ____ mega M k ______ ____ kilo ______ ____ hecto h ______ ____ deka da base unit meter, gram, liter etc ______ ____ 1/ deci d ______ ____ 1/ centi c ______ ____ 1/ milli m ______ ____ 1/ micro m
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SI Prefixes ______ ____ mega M k ______ ____ kilo ______ ____ hecto h da ______ ____ deka base unit meter, gram, liter etc ______ ____ 1/ deci d ______ ____ 1/ centi c ______ ____ 1/ milli m ______ ____ 1/ micro m
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Conversion: chart method ( step method)
Move up the chart one step Move decimal to left or Subtract 1 from exponent kilo to mega Count as 3 steps micro to milli
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Convert 1,235 g to kg
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mega M kilo k hecto h deka da base unit 3 steps 4 steps up 1 step
Convert 2,230 hm to Mm ______ ____ mega M ______ ____ ______ ____ kilo k hecto h ______ ____ deka da base unit meter, gram, liter etc 3 steps 4 steps up 1 step 4 decimal places left 2,230 hm Mm
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base unit deci d centi c milli m micro 3 steps 3 steps
Convert mg to g 6 steps up ______ ____ 1/ base unit meter, gram, liter etc ______ ____ 1/ deci d ______ ____ 1/ centi c milli m micro 3 steps ______ ____ 1/ 3 steps mg 6 decimal places left 5 000 g
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mega M kilo k hecto h deka da base unit ______ ____ 1 000 000 106
Convert 1.5 x 108 m to km ______ ____ mega M ______ ____ ______ ____ kilo k hecto h ______ ____ deka da base unit meter, gram, liter etc 3 steps up 1 .5 x 108 m Subtract 3 from exponent 1.5x105 km
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Convert Mg to dag
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Convert 54,800 L to mL Convert Mg to dag Convert m to km Convert 5,000, mg to g Convert 2,230 hm to Mm Convert 2,230 hm to Mm Convert 2,230 hm to Mm Convert 2,230 hm to Mm
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