The Student Room Group

Scroll to see replies

Reply 1
Bumped as this has just come out of moderation...
Reply 2
Original post by DFranklin
Bumped as this has just come out of moderation...


Thanks :smile:
Reply 3
completed 2 questions, another 2 nearly completed (last part didn't work out) and 3 other fragmentary answers :/
is that a 1?
Reply 4
Here's my solution for question 8:

Part 1:

Spoiler



Part 2:

Spoiler



Part 3:

Spoiler



Part 4:

Spoiler

(edited 11 years ago)
Original post by 8inchestall
question 4/5, i didnt know what it meant by expand in powers of 1/y, i changed the ln|(2+y)/(2-y)| to ln|(1+(2y/2-y))| but had no idea how to go on

Responding to you here, I believe you were supposed to consider ln(1+12y)ln(112y)\ln \left(1 + \dfrac{1}{2y}\right) - \ln \left(1 - \dfrac{1}{2y}\right) from the start.
Did anyone do 7? Found it kind of strange
Original post by SParm
Here's my solution for question 8:

Part 1:

Spoiler



Part 2:

Spoiler



Part 3:

Spoiler



Part 4:

Spoiler



aka it's an arithmetic progression<----probably not necessary
Original post by ben-smith
Did anyone do 7? Found it kind of strange


I spent the last 15 minutes or so on it. Didn't manage to do the last part and can't even remember anything about it other than that it was vectors so I hated it
Original post by TheMagicMan
I spent the last 15 minutes or so on it. Didn't manage to do the last part and can't even remember anything about it other than that it was vectors so I hated it


I have solution to the last part but it seems way too simple.
Original post by ben-smith
Did anyone do 7? Found it kind of strange

I saw vectors, and decided it wasn't worth my time. How did you get on?
Reply 13
What was the coeff of x^24 in Q1 part (i)?
Reply 14
Original post by TheMagicMan
aka it's an arithmetic progression<----probably not necessary


THAT'S THE ONE :biggrin:!!!! Forgot the name in the heat of the exam.
Original post by Farhan.Hanif93
Responding to you here, I believe you were supposed to consider ln(1+12y)ln(112y)\ln \left(1 + \dfrac{1}{2y}\right) - \ln \left(1 - \dfrac{1}{2y}\right) from the start.


I wasn't really sure what they wanted in the last part to be honest

I got (1+1/n)n<e<(1+1/n)n+1/2(1+1/n)^n < e< (1+1/n)^{n+1/2}

so 1<e(1+1/n)n<(1+1/n)1/21 < e(1+1/n)^{-n}< (1+1/n)^{1/2}

The RHS has a limit of one so want we want follows by the squeeze theorem...the real question is is there a simpler way (tbh I'm never quite sure how STEp wants you to approach limits)
Original post by ben-smith
I have solution to the last part but it seems way too simple.


q7 after the first part showing OY=bla, how do you get the hence? and also x1.x2 meant dot product or nay ?
Original post by Peter8837
What was the coeff of x^24 in Q1 part (i)?


Wasn't that a show that question? 55 wasn't it?
Reply 18
Original post by TheMagicMan
Wasn't that a show that question? 55 wasn't it?


The first part of Q1...
Original post by Peter8837
The first part of Q1...


I think it was 15.

Latest

Trending

Trending