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Arsey's M1 Edexcel revision and resources thread

(edited 9 years ago)

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Reply 3
Papers 01-04
(edited 9 years ago)
so awesome :colone:
Reply 5
More papers
Thank you :grin:
Reply 14


Session 100' 90' 80' 70' 60' 50' 40'
Jun-13 68 62.0 56 50 44 38 32
Jan-13 75 69.5 64 57 51 45 39
Jun-12 75 70.5 66 59 52 45 39
Jan-12 75 69.0 63 56 49 43 37
Jun-11 75 67.5 60 52 44 37 30
Jan-11 75 69.5 64 57 50 43 37
Jun-10 75 68.0 61 53 45 37 29
Jan-10 75 68.0 61 53 45 38 31
Jun-09 73 64.0 55 46 38 30 22
Jan-09 63 56.0 49 42 35 28 21
Jun-08 73 65.0 57 49 41 33 25
Jan-08 74 66.0 58 50 42 35 28
Jun-07 75 70.5 66 57 48 39 30
Jan-07 75 68.5 62 54 46 38 30
Jun-06 75 71.0 67 58 49 41 33
Jan-06 70 62.0 54 46 39 32 25
Jun-05 75 69.0 63 54 46 38 30
Jan-05 75 68.5 62 54 47 40 33
Nov-04 72 65.0 58 51 44 37 31
Jun-04 75 68.5 62 52 42 32 23
Jan-04 73 66.0 59 52 45 38 32
Nov-03 75 67.0 59 51 44 37 30
Jun-03 75 69.0 63 55 47 39 32
Jan-03 75 68.5 62 54 46 39 32
Nov-02 74 67.0 60 53 46 39 32
Jun-02 67 59.0 51 43 36 29 22
Jan-02 75 69.0 63 56 49 42 35
Jun-01 68 61.0 54 47 40 33 26
Jan-01 75 71.0 67 59 51 43 36



Reply 15
Some Hints and Tips

LEAVE EVERY ANSWER TO 3SF

you will lose a mark if you write down a more exact answer in a question involving gravity because you will be using a rounded value of g (9.8 to 2sf). The exam board will accept 3sf as it is standard and g = 9.806 so 3sf answers are normally still correct.


LEARN YOUR ASSUMPTIONS

Rod - Plank will act in a straight line
Uniform - Weight acts at the centre
Particle - Weight acts at a single point (normally end of a rod)
Light - no extra weight added to system, same tension
Smooth pulley - same tension either side
Inextensible - same acceleration in both systems

Things you often ignore in a model

air resistant
constant coefficient of friction
constant acceleration


FORCE ACTING ON PULLEY (INCLINED PLANE)

Just learn this formula, it always works.... plane inclined at angle A to the horizontal

RF = 2T x Cos ( (90-A)/2 )


LEARN ABOUT WEIGHT

Weight = mass x gravity

if mass is given x by g. If weight is given DON'T x by g.

Weight perp to plane = mg cos A
Weight parallel to plane = mg sin A

if A = 30

Weight perp to plane = 0.866mg
Weight parallel to plane = 0.5mg


IMPULSE

Don't bother learning mv-mu or whatever it is. In M1 you are ONLY ever asked for the magnitude of impulse.

Impulse = Change in Momentum, the difference between initial and final momentum.

Impulse measured in Ns.



VECTORS

Use your common sense, if necessary draw out the problem on a coordinate grid.

Vel = change in pos / time

acc = change in vel / time

postion at any time = initial pos + t x vel

vel at any time = initial vel + t x acc


THRUST

Go over the Thrust question from June 09, I think we'll see another thrust question tomorrow.

Tension is a pulling force, tensions will point towards each other in a connecting object

Thrust is a pushing force, thrusts will point away from one another in a rigid connecting object

STATICS / DYNAMICS

Understand the difference between the two

Look for moving at constant speed, this means acc = 0, hence the resultant force is zero (equilibrium).

RF = mass x acc



MOMENTS

Don't forget the basic equation that RF vertically = 0

so all the sum of all the forces up must equal the sum of all the forces down



RESOLVING FORCES

When splitting up a force into its components, if you ClOSe the angle it is F x cos A


Inexstensible string -> accelerations are the same
Light String -> Tensions are the same
Reply 16
Bronze Graded Papers

includes MS and examiners' report
(edited 9 years ago)
Original post by Arsey

Just learn this formula, it always works.... plane inclined at angle A to the horizontal

RF = 2T x Cos ( (90-A)/2 )



Do you have an example of where I can apply this? Because I don't quite understand what you mean.

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