Physical science test Flashcards
Law of force and acceleration
The acceleration of an object is decedent upon two variables
Law of Inertia
An object at rest stay at rest and object in motion stay in motion unless acted on by outside force
Law of action/reaction
For every action there is an equal and opposite reaction
How can newtons law apply in a car crash?
Third law applies
When a car hits with the same force as the other car action and reaction occurs
Which of newtons law applies to the rocks that gets stuck while the other plate is subducting into the mantle?
Acceleration
Which law causes the land to bulge up above the subducting plate?
Action and force
Which law causes tsunami to occur when earth quakes take place in the water?
Law of inertia
1st law
- only force has the ability to change motion
- net force determine how an object moves
- change in motion comes from unbalanced forces
- Inertia is the property of an object that resists changes in motion
2nd law
- Acceleration is the result of unbalanced forces
- A large force equal a larger acceleration
- Acceleration is inversely proportional to mass
- Force and motion comets through acceleration
- Acceleration is proportional to force
- Net force affects motion
- Formula : force divided by mass
3rd law
Action and reaction is equal in force More mass result in less acceleration D=MV Force only comes in action (action pair) Momentum=mass
What are variables of motion?
The variable of motions are
- position
- velocity
- speed
Why is friction between moving parts of machines undesirable?
It waste energy that could otherwise be used to perform work, make heat!
What do we do to reduce that friction?
applying lubricant such as oil
An example of motion
Rolling down a hill
An example of simple movement
Walking in a line
An example of complex movement
A ball being thrown in the air
Position
Where an object is located
Speed
Precisely how fast an object is moving
Formula:Distance/Time
Acceleration
Precisely how fast an objects speed is changing
Distance
Velocity/time
Time
Distance / Speed
Exact number
Any number obtain by counting or given by definition
Approximate number
Any number obtain by a process of measurement
Accuracy of an approximate number
Number is judge by number of significant digits
Precision of an approximate number
Numbers refers to the decimal position of the significant digit furthest to the right
Significant digits
Digits that have meaning relative to the measuring process used to obtain them
5 rules governing which digits of an approximate numbers are significant
- Nonzero digits
- Zeros that are preceded and followed by significant digits
- Final zeros to the right on the right of decimal point
- Final zero on a whole number are not significant
- If no digits lefts of the decimal point (zeros between the decently point and the first digit are not significant
Example of significant digits
14.24
.0036
14.0024
7001
- 9000
- 03600
Statement: Hawaii is 2400 west of LA
Distance: miles between two cities is 20
4 significant digits (1) 2 significant digits (1&5) 6 significant digits (3) 4 significant digits (2) 5 significant digits (3) 4 significant digits (1&5) 2 significant digits (4) 2 significant digits (4)
Rounding to indicate place value
Digits on the right less than 5, retain the place value
Digits on the right greater than 5 or equal, add 1 to the digits
Eliminate all digits to the right
- 57834 nearest hundredths
- 58 (2)
37.50 nearest unit
38 (2)
- 0031 nearest thousandth
- 003 (1)
Adding and subtracting approximate numbers
Express result with the precision of the least precise number
Multiplying and dividing approximate number
Express result to the accuracy of the least accurate number
Taking the root of an approximate number
Express result to the accuracy of the number
Rounding before and after calculation
Before calculation all numbers except the least precise or the least accurate maybe rounded to one place beyond that of the least precise or least accurate
Exact number in a calculation
The accuracy of the result is limited only be the approximate numbers involved
Qualitative measurement
Measurement that cannot be measured in numbers
Quantitative measurement
Where numbers are used to measure changes
Accurate
Quality of being exact
Precision
The state of being precise
Calibration
To determine, check the graduation of instrument giving quantitive measurement
International system of unit
Accepted system of physical unit
Mass
A body of matter