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Reply 20
sohanshah
so the 3 i get are:

u1-v1=e(V-u)

V+u=v1+u1

I=mu1-mu

is this right???


Yes thats right, now time for some algebra. Eliminate v1 and u1
Reply 21
lol tht is difficult
Reply 22
lol are you sure these equations are correct because I get something humongous:

2I=[(e(V-u)+V+u)m]/2mu
Reply 23
Lol, easiest way is to sub for V1 using the first one into the second.
You should get

Spoiler

.
Then sub for u1 using the momentum equation into the equation you get from doing the above.
Reply 24
sohanshah
lol are you sure these equations are correct because I get something humongous:

2I=[(e(V-u)+V+u)m]/2mu


You must have made a slight mistake somewhere.
Reply 25
I'm a -u out in the brackets - (so close yet so far)

I have

I= 0.5m(V+u+e(V-u)-u)

It should be....

I= 0.5m(V+u+e(V-u)-2u)
Reply 26
got it - thankyou so much bruceleej

You are a legend - I will rep you as much as poss over next week lol - please remind me to as well - you deserve it...
Reply 27
Its cool
Reply 28
Now for question 8, Im still trying to eliminate the v1's and the v2's..lol...So I will get back to you on that one cant see a nice way to do it yet{but I think using the difference of 2 squares somewhere in the Loss in KE equation might help to split the terms}.Hmm lets see.
Reply 29
lol im waiting........ lol joking
Leave it if u cnt do it - uve done enough lol

I get upto

2E=m1u1^2+m2u2^2-m1v1^2-m2v2^2

and

v2-v1=e(u1-u2)

BTW YOU ARE VERY VERY VERY CLEVER... u at uni doing maths???? (take it as a compliment please-no offence intended)
Reply 30
Why, thank you. Ohh and No Im not doing maths at Uni. Im on a gap year gonna do Electronic & Electrical Eng next academic yr.
Reply 31
Wow cool. I wish one day I can do maths like you can

Unfortunately I'll be dead by then or I'll be studying all day every day for a hundred years :frown: lol
Reply 32
i found the third eq. i think: u1m1+u2m2=v1m1+v2m2
Reply 33
ohh yea thats right.
Reply 34
algebra again lol
Reply 35
I reckon I'll challenge my teacher to simultaneously solve these 3 lol

Thanks so much again

Without you today i would have died
Reply 36
sohanshah
I reckon I'll challenge my teacher to simultaneously solve these 3 lol

Thanks so much again

Without you today i would have died


Lol, that should be quite interesting..Thats if he hadnt done so in the past and has a little note somewhere with the solutions.

But anyway, I managed to complete 8;

Spoiler

Reply 37
wow bruceleej lol Thats quite something. U r amazing lol - I must have kept u busy doin that q lol

Thnx
Reply 38
I understand hardly any of it lol

I lose you nearly immediately after you start subbing the 3 equations lol

But maybe I can maintain some pride after having seen my teacher do this inside 7 minutes :frown: flat. he showed us not the working lol as he thinks this is a capable challenge for a 15 yr old..... hahah lol thankyou so much

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