Physics paper 1 Flashcards
what is a vector and name some examples
vector: a quantity with magnitude and direction
- force
- velocity
- displacement
- weight
- acceleration
- momentum
what is a scalar and name some examples
scalar: a quantity with only magnitude
- speed
- distance
- mass
- energy
- temperature
- time
define displacement
a vector quantity and it measures the distance and direction in a straight line from an object’s starting point to its finishing point
what will the velocities of two bikes be that are going at the same speed in opposite directions
their speed is the same but their velocities will be different because they are going in different directions
what is the difference between speed and velocity
speed is a measure of how fast something is going meaning you can have objects travelling at a constant speed with a changing velocity ( same speed whilst changing direction)
velocity is a speed in a given direction
what is the average walking speed
1.4 m/s or 5km/h
define acceleration
the change in velocity over time, deceleration is just negative acceleration
what is the equation for acceleration
final velocity - initial velocity over time
what is constant acceleration sometimes called
uniform acceleration
what is acceleration due to gravity
uniform/constant for objects in free fall and it is roughly equal to 10m/s
what is the equation for uniform acceleration
v squared - u squared = 2 x a x x
final velocity squared - initial velocity squared = 2 x acceleration x distance
A van travelling at 23m/s starts decelerating uniformly at 2.0m/s squared as it heads towards a built up area 112m away. What will its speed be when it reaches the built up area
use the equation v squared - u squared = 2 x a x x
rearrange the equation so v squared is on its own because that is final velocity
v squared = u squared + ( 2 x a x x)
v squared = 23 squared + (2 x -2.0 x 112)
its negative because its deceleration
v squared = 81
square root of 81
v = 9m/s
what do these mean on a distance time graph
- gradient
- flat section
- a steep line
- curve
- curve getting steeper
- a levelling off curve
- gradient = at any point it gives the speed of an object
- flat section = where the object is stationary
- a steep line = going faster
- curve = acceleration
- curve getting steeper = speeding up and increasing gradient
- a levelling off curve = slowing down and decreasing gradient
how do you calculate speed on a distance time graph
gradient = change in the vertical over change in the horizontal
how do you work out speed on a distance time graph if the line is curved
you draw a tangent to the curve and work out the gradient of the tangent
change in vertical over change in horizontal
how do you find the average speed of a curved line on a distance time graph
use the equation speed = distance over time
what do these mean on a velocity time graph
- gradient
- flat sections
- steeper sections
- uphill sections
- downhill sections
- a curve
- gradient = acceleration since it is change in velocity over time
- flat sections = a steady speed
- steeper sections = the greater the acceleration or deceleration
- uphill sections = acceleration
- downhill sections = deceleration
- a curve = changing acceleration
how do you find the acceleration on a velocity time graph if the line is curved
use a tangent to the curve and find the acceleration of that point by finding the gradient of the tangent
how do you find the distance travelled on a velocity time graph
the area under any section of the graph or all of it is equal to the distance travelled in that time interval
area under the curve
if the accelerations constant then you can split the area into triangles and rectangles to work it out
if the accelerations irregular you should count the number of squares beneath the line and multiply the number by the value of one square
what is newtons first law
a resultant force is needed to make something start moving, speed up or slow down
if the resultant force on a stationary object is zero the object will remain stationary
if the resultant force on a moving object is zero it will just carry on moving at the same velocity (same speed and direction)
when will the velocity change on a moving object
if the resultant forces isn’t zero, it will always produce acceleration or deceleration in the direction of the force
a ball is dropped from a height, h, above ground. The speed of the ball just before it hits the ground is 5m/s. Calculate the height the ball is dropped from. Acceleration due to gravity is 10m/s squared?
this is uniform acceleration v squared - u squared = 2 x a x x u = 0 v = 5m/s a = g which is 10m/s rearrange the equation to get x on its own which is distance so height in this case x = (v squared - u squared) ÷ 2 x a (25-0) ÷ (2 x 10) = 1.25 m
what are the forces on an object like if something is moving at a constant velocity
the forces are balanced
what five forms can acceleration take
- starting
- stopping
- speeding up
- slowing down
- changing direction