memorise Flashcards
notation
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note
always take into account of probabibilites outside the box too !
note : when in doubt use this two way table :
A A’
B
B’
S/D (conditional) which one do you consider first before picking rows in the two way table ?
D ( the one on the right )
IMPORTANT NOTE :
even if you are doing independent probabilites, in the A level syllabus they have to add to 1, thus you have to take away probabilities from whatever is in the middle bits of the venn diagram
another important note
when calculating conditional probabilities, make sure to calculate them in probability form :
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IMPROTANT NOTE ABOUT PROBABILITIES
if venn diagram has probabilities, then use the A u B equation. if itsm ade of regular numbers, then simply add all the numbers in diagram up
P ( B/A)
MEMORISE THIS FORMULA
(ALSO WORKS WITH… P (B/A’) OR ANY OF THAT SORT )
EG. .
P(B n A) / P (A)
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p ( A n B’ )
p(A) - P(A n B)
IMPORTANT NOTE ABOUT THE OUTSIDE OF VENN DIAGRAMS ?
COUNT THEM IN YOUR CALCULATIONS
memorise this way of drawing out + doing venn diagrams
https://www.youtube.com/watch?v=JzTLWX6W6Yc&list=PLIy0I0VLj3aiBiiKqyP1bSXjk18R5SAlX&index=10
NOTE: get the INTERSECTION probabilites FIRST !
Go over this like 10 days before the exam
https://www.youtube.com/watch?v=EzYTgntOZsI&list=PLIy0I0VLj3aiBiiKqyP1bSXjk18R5SAlX&index=9
note for venn diagram questiosn
IF THEY DONT ASK YOU TO DRAW A VENN DIAGRAM, IT IS LIKELY THAT THEY JUST WANT YO UTO USE A PROBABILITY EQUATION
EG. P (A n B ) = P(A) + P(B) - P (A U B )
probability of “atleast 1 being sweet”
1 - p ( neither are sweet )
what does uniform rod mean
Modelling the beam as uniform means that the centre of mass of the seesaw is at C, and so weight of the seesaw can be ignored when taking moments about C.
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where should “x” be ????
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draw THE GODAMN DIAGRAM CAREFULLY, “x” should be just “x” metres away from A
i did some useless shit where i did smth like “x-10” or some retarded shit like that smh
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50 * 80
4000
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when a particle is tilting about a pivot (eg A)
the reaction at any other support or reaction at any other string is ZERO
limiting equillibrium
f= uR
uniform
Modelling the ladder as uniform allows us to assume the weight acts through the midpoint