Ahh, cheeky edit. You posted 569808 before, didn't you? That is too big...I think you run into negative figures 24 years after you start.
516833 sounds about right...I can't be bothered to check though, I deleted my program. But by the Willa interest interpretation, I'll go with that as well.
I did, I postedd a slightly higher number because I summed my GP wrong so it fell a bit short
Aha, well I have "Preparatory Problems for Engineers" to warm me up... and if for some reason I finished that with a long time to spare, then perhaps some physics, mechanics and pure maths past papers...
Aha, well I have "Preparatory Problems for Engineers" to warm me up... and if for some reason I finished that with a long time to spare, then perhaps some physics, mechanics and pure maths past papers...
We don't know when it's paid. Assume 2/1 and 2/7 each year (so money taken out before any interest paid.
This implies the 6 month thing is a red herring. You will still get 5% per year.
Year 1 : (50-x)million
Year 2: [(50-x)(1.05)-x]million
etc...
This is a simple enough G.P. as Willa said. I have no inclination to solve it however - when I finished P3 in 2003 I told myself there'd be no more maths than absolutely essential from there on in..!
One thing I can say is, if the answer you get is under a million per year, you have gone wrong. Obviously he could keep money under his bed and get a million per year!
EDIT: Just looked at question again. It's 5million and not 50... Ah well - when you have that sort of cash I doubt the nuber of zeros matter all that much..!
what do they think we've been learning, 3 hours a day for the past two years?!
This is the worst question I've come across so far in my maths booklet (not sure if it's the same as everyone else's...I think it's the NatSci one).
Calculate the derivative of y = tan x from first principles (i.e. by considering the derivative of a function as the limit of the gradient of a chord).
I mean, I can get to sec²(x) sort of, but I'm not happy with dividing through by zeros and stuff, even if it's not really zero, it's just a small change tending towards zero.
This is the worst question I've come across so far in my maths booklet (not sure if it's the same as everyone else's...I think it's the NatSci one).
Calculate the derivative of y = tan x from first principles (i.e. by considering the derivative of a function as the limit of the gradient of a chord).
I mean, I can get to sec²(x) sort of, but I'm not happy with dividing through by zeros and stuff, even if it's not really zero, it's just a small change tending towards zero.
Ow! That's rather mean for a natsci. Enjoy! (btw it's not in mine)
Calculate the derivative of y = tan x from first principles (i.e. by considering the derivative of a function as the limit of the gradient of a chord).
I mean, I can get to sec²(x) sort of, but I'm not happy with dividing through by zeros and stuff, even if it's not really zero, it's just a small change tending towards zero.
You're not seriously telling me your questions are easier than mine!
Um yup the only parts that are difficult IMO is the conics questions, because conics weren't on my alevel syllabus. It's just alot of boring Alevel questions.
Um yup the only parts that are difficult IMO is the conics questions, because conics weren't on my alevel syllabus. It's just alot of boring Alevel questions.
Yeah, one of my teachers decided that the coordinate geometry chapter in P5 (Edexcel) needed more explanation, so he took us through some conic sections stuff, which wasn't actually on there. At least I think he did, I wasn't there for most of the lessons.
Yeah, one of my teachers decided that the coordinate geometry chapter in P5 (Edexcel) needed more explanation, so he took us through some conic sections stuff, which wasn't actually on there. At least I think he did, I wasn't there for most of the lessons.
Ahh I thought it was on edexcel, it certainly isn't on OCR.