The Student Room Group
Reply 1
For proof of similar triangles you need SSS, SAS, RHS, ASA
Circle theorems: Angle at circumference is twice angle at centre.
Vectors: "Prove that PQ is parallel to MR or something like that"
Algebra: "Prove that equation 1 = Equation 2" work through the Left Hand Side one and expand, solve etc, then do the same to the Right and factorise etc. to see how they are the same.
Remember, its worth a go, with the vector and algebra ones they look for marks in working, so write something!!
Reply 2
it generally wants you to show the working out to see how you get to the answer (assuming your talking about something like a quadratic) It is hard to say with an example of the question
oh questions like: prove 1/4 = 0.25

HAHA thats a very simple version though,
Reply 4
written on my heart
oh questions like: prove 1/4 = 0.25

HAHA thats a very simple version though,


I am assuming people are doing Higher! :biggrin:
Russ68993
I am assuming people are doing Higher! :biggrin:

trust me i have no idea how to solve crap like that. and im doing higher too.
Reply 6
written on my heart
trust me i have no idea how to solve crap like that. and im doing higher too.


Higher is fine!! and proofs are ok for circle theorems which you need to know to find the angle anyway, and for congruent triangles, its for vectors and equations when they become difficult, but write something that shows you try to do something with them, eg multiplying brackets on an algebra question will get you a mark, so dont leave it blank. Same for putting units on an answer, if you havent got a clue of the answer, just write the units and you get a mark
Reply 7
im doing higher
i hate maths and am ******** myself :frown:
Reply 8
Russ68993
For proof of similar triangles you need SSS, SAS, RHS, ASA
Vectors: "Prove that PQ is parallel to MR or something like that"



How exactly do you do these?
garyisstuck
How exactly do you do these?

Vectors is fairly simple:

I don't understand the logic behind it, but if a vector is a multiple of another vector then they are parrallel.

For instance, A6 and A2 would be parrallel.

EDIT: better example:

XY = A+B
CB = -0.5A+0.5B

These two vectors are parrallel because they're multiples of each other.
Reply 10
Congruent triangles: they give you 2 triangles and ask you to prove that they are the same, and you just look and think:
Are all sides the same? If yes its SSS (SIDE SIDE SIDE)
Are 2 sides and the included angle the same? then its SAS (SIDE ANGLE SIDE)
Is there a right angle, and are the hypotenuse and 1 side the same? RHS (RIGHT ANGLE, HYPOTENUSE, SIDE)
Are 2 angles and 1 side the same? SAS (SIDE ANGLE SIDE)

and for the vectors, you have to say things like, (if one length is 2a, and the other is 5a, they are parallel because they both have a)
Does that help?
Reply 11
Russ68993
Congruent triangles: they give you 2 triangles and ask you to prove that they are the same, and you just look and think:
Are all sides the same? If yes its SSS (SIDE SIDE SIDE)
Are 2 sides and the included angle the same? then its SAS (SIDE ANGLE SIDE)
Is there a right angle, and are the hypotenuse and 1 side the same? RHS (RIGHT ANGLE, HYPOTENUSE, SIDE)
Are 2 angles and 1 side the same? SAS (SIDE ANGLE SIDE)

and for the vectors, you have to say things like, (if one length is 2a, and the other is 5a, they are parallel because they both have a)
Does that help?


thanks! just one thing, why are they parallel if they both have a?
Reply 12
a good way to remember congruent triangles is the only set you can't have is : ASS :p:
Reply 13
garyisstuck
thanks! just one thing, why are they parallel if they both have a?

Because in the diagram a will always be going in one way, so that you can work it out, so if they are both a then they will be going in the same direction
garyisstuck
When the question asks you to prove that something is something.

Which proofs should we know?

This is pretty urgent so any help would be much appreciated!


Assuming you're talking about Circle Theorems,

There are SEVEN theorems, each with it's own proof.....so ideally we will be looking to memorise the seven theorems along with how to give reasons for the steps you take (Proofs)

Hope I havent lost ya, which I'm guessing I have!

Tbh I havent studied them all in depth.....leave that to the die-hard A* hunters....

GCSE Maths is a joke considering all the topics we should learn, the amount of hours I've personally invested, only for me to probably scrape with a C.Joke.
Reply 15
Acta Non Verba
XY = A+B
CB = -0.5A+0.5B

These two vectors are parrallel because they're multiples of each other.


But they're not. >_>
Acta Non Verba
Vectors is fairly simple:

I don't understand the logic behind it, but if a vector is a multiple of another vector then they are parrallel.

For instance, A6 and A2 would be parrallel.

EDIT: better example:

XY = A+B
CB = -0.5A+0.5B

These two vectors are parrallel because they're multiples of each other.


They're not parallel.
Reply 17
garyisstuck
When the question asks you to prove that something is something.

Which proofs should we know?

This is pretty urgent so any help would be much appreciated!



The hardest that they get to is to prove that recurring decimals can be written as fractions.

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