Stuff You Firfot Day Before ! Flashcards

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1
Q

Calculating acceleration and momentum

A

CONSTSNT speed = resuktsnt force 0, so reistsnce =driving force

However when the coupling breaks, the driving force stilk there, but no reistsnce less so there is a resuktsnt firce

Work this out divide by mass to get acceleration and also DRAW A DIAGRAM

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2
Q

Momentum has changed, means negative Monteur now?

A
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3
Q

Difference between base units and DERRIVED units?

A

Base units are those only THOSE THAT ARE BASE UNITS

DERRIVED QUANTITIES IS ANYTHING ELESE THAT IS NOT PAET OF THE 7

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4
Q

Prefixes need to know

A

FEMTO
Pico
Nano
Micro
Mili
Meter
Kilo
Mega
GIGA
Tera
PETA

FEMTO IS -15

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5
Q

Car stopping

A

Thinking and breaking

Thinking is reaction time and speed

Breaking is deceleration deoends on breaks road etc

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6
Q

Ways to determine g

A

Ticker tape connected to a ticker set at specific frequency

Drop mass
And count the dots and multiply by frequency to get time

Now can measure the distance they went for displacement and use suvat where s = 1/2at2
For graph sake can measure s against t2 for different masses I guess

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7
Q

Trapdoor

A

Where electroms get demagnetises drops ball which makes the clock start, and pass a trapdoor disconnect circuit snd time stop

But delay between hitting door, demagnetising

Better to nust use LIGHT GATES

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8
Q

Displamcent always

A

Is the minimum distance between two points straight linen

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9
Q

What is the centre of mass thought to be

A

A point where all mass is concentrated at

But also the point at which if a force is acted through, will only give rise to translational motion and no rotation !!!

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10
Q

How to plumb line

A

Suspend a body using a clamp

Allow it to come to rest, as here itsonly force, weight, will act through its centre of mass, and give rise to no rotational kvoement

Suspend a plumbline which will be the same thing l
And draw and rotate

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11
Q

Importsnt about things hanging, why do they come still?

A

BECAUSE THEIR WEIGHT ACTS THROUGH THEIR COM, GIVING RISE TO NO MOMENT WND THUS NO ROTATION

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12
Q

Drag

A

Is the force that opposes fluids
Determiend in speed and cross sectional area

Can be ignored if order is more than 1000 less
Can’t be when cross sectional area is much more bigger than volume
Or travelling at insane speeds as itsproprtionsl to velocity

Apparently drag to amss

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13
Q

Pressure equation

A

Is given by the total NORMAL FORCE / area

As we normally add up all the normal firces and then divide

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14
Q

Assumption to make when calcuaging density if mixtures ,

A

Find total mass / total volume

And assume that when mixed the moleucles do not react with each cpwhich can affect the densities

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15
Q

Pressure in fluids

Change in oressure

What is uothrust?

A

= dhg

And depends on height if the container that’s it assumign everything else constant

Change in pressure =change in height density x gravity

Ina. Column of liquid there will be different pressures acting at the top of the colourblind compared to the bottom

As a result , p = f/a , f = pa, there will be a difference of f which is = to change in pressure x area

(Newton’s third law causes upthrust , the weight of mass )

Equation is = to change in height x density x gravity x area

Now this is = to the weight if the FLUID DISPLACED as it is the volume x density of fluid

Thus the uothrust acting on an object is = to the eight of fluid displaced

Total pressure = atmospheric and water aswell don’t forgot

So for an object to float its uothrust must = its weight! If it csn’t do that resuktsnt force will always be down so it will just accelerate downwards

But if thrown in where resuktsnt force is something and in water uothust is always greater than object, then now resuktsnt force is up. Thus it will slow down until it monetarily 0 then accelerate up again. In this Tim this is changed by drag

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16
Q

Remember fraction of object under water is =

A

D1/d2
Where d1 is the density of object

As a result the densities are dependent of the ability to float

If density of object is less it will

If not it will fall

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17
Q

Definition for work done

A

1 joule energy needed to move a firce of 1n by 2 m in the direction

So remember work done is force x distance in direction firce is moved

And when we mean firce it can just be the WEIGHT TOO! If you only have that as the force then you are moving this up so be careful

On that note the force done = transferred to gravational store of that thing

So mgh is the same thing is w x d (force x d )

And if firce acted is not same plane then take the component in the same direction of the object thstsbeing moved!

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18
Q

Assumption fir gravational potential energy

A

Is that the grvstsionsl field strength is CONSTSNT at whatever height you go!

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19
Q

There we go, what happens if you lower object at same velocity, what happens to GPE

A

Velocity same, so GpE not Converter to kinetic energy, it instead thermal store of surrounding

But likely at normal times, it convert to kinetic as velocity changes, this happen in rollercoaster

Thus if you know height, you can work out final velocity, assuming that no resistive firces, because then here not all GPE is transferred into KE , but some into other stores

20
Q

Power = fv!

A

Only can use when in constant velocity !

Because in constant velocity requires a CONSTSNT FIRCE ALONG A DISTANCE

THUS world done = force x distance (as this don’t change)
And in a certain time this jus becomes FV!

21
Q

How to do PAGS

A

Ideally want a graph based on equation, so if f= kx, then plot F agains X and grsdient K for different values

Then describe experiment with safety featured

Say equipment with lowest uncertainty

Then repeats to make more accurate!!

22
Q

Higher the UTS

A

The stringer it is

23
Q

How to do PAG young modulus

A

Yiu can measure force against edge Sion again, thus the gradient is EA/L, which means work out area using average micrometer and length ruler you can work it out

So suspend a wire across length if table cmalling, use a control pulley for fraction set up geniere calliper which is 0.1 easure extension twke safety and you’re goofn

REMEMBER REPEATS !

24
Q

Stress strain for brittle

A

Never plasticsllt deforms, elastic to properinsk then snaps

25
Q

Why In a wire when deforms the grsdient is still the same?

A

Because of edtentsion the force is still the same before and after the bonds, like same constants just starting at a different started point

26
Q

How to tell if Newton’s 3rd law not happening

A

This because they are happening on SAME OBJECT or DIFFERENT FORCE TYPES

27
Q

Principle of conservation of momentum

A

For a closed system the total momentum in a specified direction is cinserved , unless external forces act upon them

28
Q

How to investigate monetuj

A

Use air racks to reduce friction as much as possible, then light gates to measure velocities so you have massses and can sxplore monetuj

Elastic when KE conserved
Inelasric si when some Ke transferred to other stores such as heat or sound etc

Energy cinserved overall both times

Monetuj cinserved too

29
Q

Why is total momentum always conserved

A

In a closed system when an object extends a force to snither object, it enters an equal force l so thst net force in thst direction is ZERO

Thus rate of change of monetuj must be = 0, thus change in momentum is 0 and momentum cinserved

30
Q

Describe accerlwtion using imlukse graph

A

As f= ma, change in firces also mean acceleration, so if force going up so is acceleration etc

Impulse cinserved because time is constant, however impulse negative direction

Thus if impulse is negative , change of momentum is negative too?

31
Q

P(XUA)

A

Is the UNION

This is basically EVERYTHING IN VENN DIAGRAM
Including middke
So same as
P of a + p if b
- middle cuz it would count twice

PNA is the INTERSECTION just the middke

32
Q

Probability if bith events occurring? P Na

A

Is p a x p b

33
Q

What is expected and what is complement

A

Expected is if oribailty 0,2 and trials 10, thrn 2

Don’t round

Compliment is the OPPSITE

It might be essier to use this if they all are the same, otherwise finding before is hard to go through all combinations

Either an even happens or not
So happening snd comokemtnisith 1- that probability b

34
Q

Probability distribution ?

A

List all probailties getting Esch case of

And these should add to one

35
Q

Discrete uniform distribution?

A

Where every falues pro silty can be found and listed

36
Q

How to proves something is idmedpent

A

Find p a and p b
And p n b
If p a x pi = pnb, then they are independent

Because if a and b independent, probiotics of bith hapepnign si p a x p b

37
Q

Simple random sampling

A

Every sample I’m the population has same chance of being chosen

38
Q

Cluster sampling

A

Where population divided into subgroups and tou sample from there

Sample yr 11, can sample yr11s from different schools

Can only happen if this doesn’t change anything, such as the yr 11 doesn’t matter about what school he attends foesntinfluence

39
Q

Poputinu sampling

A

Sampling somineon the streee

Advantage = quick and easy way to get data
Disadvantage via because sampling someone like at a street for shopping if they there they prolly will etv

40
Q

Statrtificed samplijg

A

This is where you divide population into categories and start and popeotionsllt sample in Esch group a total amount you want

This is quite rpersentstove however might be hard to split into strata that’s proprtionsl enough for the population!,

41
Q

Quota sampling

A

This is where you opportunity sample until you get required s,out

Advantage is cheap quick and easy to fill numbers

Dissavantge is gonna be biased

For example interview, people all gonna be there good and you filling numbere

42
Q

Seele selefcted

A

Opts in

Biased

43
Q

Systematic sampling

A

Like arrange in random order than pick s certain why before and sample this what

Good representative

Sometimes can’t order and need ti be ordered ifs idling t

44
Q

Categorical data is any

Discrete vs ck tinius

A

Data that csn’t be used as a numerical value, so even like product codes using numbers are cstgrofisl

Discrete only take certain values

CONTINOUS is a range of vslued

45
Q

Grouping data

A

Problem is thst raw data is lost (Like actual values)

So stem and leaf is grouped and raw data preserved
Can easily compare find median mode etc
Can interpret trends like median and quartile

Length of line gives shape of each distribution

Can also follow two different sets of data side by side whilst still grouped

Pie chart used for catgeriusl so is bar chart

But pie chart foed prooertionsl so lose data

But scales down to 360 easier tk see side by side

Vertical line großdeutschen don’t confuse the Reede to do with width being cinnected to data. Just a straight line

46
Q

Again why pie chart vs histogram?

A

Pie chart for discrete and categorical

Histogram for CONTINOUS

Frequency diagram gives kbsurcceed insge thst greater area means more frequency , even tho not the case
(This is when unequal class width used)

As a result you need value thst is constant for area to be proprtionsl.

This is frewuency / class width = rewuency density

So calcite thid by and plot on y axis, then plot frewuency density against clsss width so that frequency is the area

But remember there may be a k factor too, need ti check what is consistent

47
Q

Skewed data

A

If data is more positive then egwtively skewed, is more negative then positively skewed

If in middle symmetrical

Skewed means less dwindling