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checking maths answers

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mollykins | 07:53 Fri 04th Jun 2010 | Science
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Factor, and anyone else good at maths, i've done some stuff but can you check them please, I would get my mum or dad or friend to but; i lost mum and dad with most my work in year 9 and my friends are only doing foundation.

1) these are eqations of lines; (P) y=3x+5 (Q) y=4-3x (R) y+3x=1

a) which is parallel to y=3x ? P and Q

b) which goes through the point (2,7) ? S

c) write down the gradient of y+2x=7 ? +7 (is it necessary to say + ?)


And this at the start of a paper but i always find explaining things hard.

2) mike says that 18% or £840 is equal to 36% of £420

explain why he is correct, do not calculate 18% of £840.

18% is half of 36%. and 840 is double 420.

2 (n/2) = n ?????????? i have no idea if that is right.

3)make t the subject of the formula w=2t+v

-v . . . . . w-v=2t
1/2 . . . . (w-v)/2=t

when doing stuff liek that above, i normally draw a vertical line and and jot down my stages, similar to what i've done there, is that a good idea? When checking back over, its easier to spot mistakes i think and its clear to the examiner what i was doing.
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you lost me at equation
Good luck.
So what maths papers have you taken already if these are worth only 55% of teh total mark?
I thought modules 1&3 were done earlier and then Mod 5 in June
Question Author
i did mod 1 in november 2008 and 3 in june 2009
Dont forget to go from the gradient of 1 line to the gradient of the perpendicular it's the negative reciprocal

so y=3X+2 is perpendiculalr to y= -1/3 x +5 say
That's what I'd have expected, but a bit earlier you said you had modules 3 and 5 this week.
Is it just Module 5, two papers (calculator and noncalculator)? i think they are only 75 minutes each.
(In my day GCSE(O level) papers were 2½ hours and A level papers were 3 hours)
yes you're right jake-the-peg.
In my haste to answer before anyone else I slipped in an incorrect statement that two of the lines lines were perpendicular not parallel. I should have said they were simply not parallel..
Question Author
i'm confused, i'd have already done module 3 wouldn't i? i jsut looked and on my timetable it just says mod5, 75 minutes.
Question Author
oh and i thought this was really easy for an a grade question so might have misunderstood it.

simplify (x^2-4x+4)/(x^2-4) and i got -x+4
I think you're wrong.
Doing it in my head I get (x-2)/(x+2)
Question Author
ummm, i cancelled out the x^2 s then i weren't entirely sure because -4 x 4 is -1 then you're elft with the minus 4x.
Try again.

The top bit x²-4x +4 needs to be factorised into two brackets. You do it- i won't tell you theanswer yet.

Then factorise the bottom bit x²-4. (Difference of two squares).

Then put one over the other and cancel out common terms (a common pair of brackets)
Question Author
(x-2) (x-2) ? as the bttom one would have to half a plsu and minus
(x+2) (x-2)
you can't just cancel out individual terms.

For example what is (8+4)/(4+2) = 12/6 =2. Agreed?
But you can't just cancel the 4s for example because your expression would become 8/2=4 which is the wrong answer.
You can only divide top and bottom by a common FACTOR
In your question the common factor is x-2

Sadly it is common for pupils who get grade A in maths to be able to unable to factorise and simplify expressions like this, and this will lead to problems when they do A level maths/science, so have another look and make sure you can do it.
Sorry mollykins, my last post crossed with your latest one.
Your latest one is right if you've got (x-2)(x-2)/(x+2)(x-2) which simplifies to (x-2)/(x+2)
Question Author
aahhh, i thought it was to easy to be true.
You've got it now, I think. Just remember that on questions like this you need to factorise the top and bottom then divide top and bottom by a common factor (a pair of brackets)
As an aside, just wanted to wish you success in your exams next week (?) It's good to see someone with an apparent enthusiasm for the subject.
Question Author
Yeah thanks, my maths along with four other exam are next week, then four the week after that then two weeks with only one exam each.

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