blackops23
Member
- Joined
- Dec 15, 2010
- Messages
- 428
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- HSC
- 2011
well AC/AB = AB/BC
therefore 1+x/x = x/1
therefore x+1 = x^2
Part (ii) looks scary..
well AC/AB = AB/BC
aah sorry bout that ill delete it.thats ext 2 induction
its not scary.well AC/AB = AB/BC
therefore 1+x/x = x/1
therefore x+1 = x^2
Part (ii) looks scary..
post a solution?its not scary.
-3/a < x < -2/a and 0 < x < 1/a --> I'll suicide if I'm wrong.given that a < 0 find the solutions to the inequality:
leaving answers in terms of a.
this is definitely 3U btw.
lol thats actually wrong.-3/a < x < -2/a and 0 < x < 1/a --> I'll suicide if I'm wrong.
given that a<0 -- woops didnt readlol thats actually wrong.
haha i just did that paperhttp://www.boardofstudies.nsw.edu.au/hsc_exams/hsc2002exams/pdf_doc/mathemat_ext1_02.pdf HSC 2002 paper, Q7 b) ii) I integrated twice for the final part and subbed in x=-1, which gave me the correct RHS, yet my LHS came to 0 which wasn't the correct solution. ideas?
yeh thats right.given that a<0 -- woops didnt read
EDIT: 1/a <= x < 0 or -2/a < x <= -3/a
apollo brah if im still wrong please show me how to do it correctly
btw i graphed it and equated the limits of the inequality
this one caught me out in the trials, integral of pi(1+tany)^2 dy
Integrate with the limits 0 to what ever you want to sub in for x.New to binomials here, for times when you have to integrate binomial expansions, what do you do about constants? do you evaluate them? if so how?
so I'm guessing in binomials with integration, you have to evaluate a DEFINITE integral?Integrate with the limits 0 to what ever you want to sub in for x.
I guess.. i'm not too sure though. If you don't do definite integrals, you'll always end up with a constant that i wouldn't know how to get rid of.so I'm guessing in binomials with integration, you have to evaluate a DEFINITE integral?
there is only one variable x and the constant so just let x = 0I guess.. i'm not too sure though. If you don't do definite integrals, you'll always end up with a constant that i wouldn't know how to get rid of.
I've always used limits whenever solving binomial problems involving integration.