Math Is Fun Forum
You are not logged in.
- Topics: Active | Unanswered
Pages: 1
#1 2006-01-29 04:08:01
- dorez
- Member
- Registered: 2006-01-29
- Posts: 4
Complex Numbers
Asalam O ALikum,
Straight forward --> having problems understanding following questions....
1. If X & Y are two sets & n(X) =18,n(Y)=24, n(XUY)=40 then n(X[Intersection sign]Y)=
Answer is 2 but dont know how....
2. If x^2 +y^2 = a^2 then in terms of conjgate coordinates,____
Answers is Z.Z^_ = a^2 don't know how(meaning a __ above Z)
3. IF X=[1,4] & A=[2,4] then A' =
4. IF A[1,2] & B=(0,2) then A(Intersection Sign)B=
5. If i^2=-1, then the value of i^-4k+3
6. if a+i3b= -1+3i^2k then real part =_________
7. if x+iy=5-6i^2k, the imaginary part(y) =________
8. The expression of 3/(under-the-root->6) - (under-the-root->-12) in the form of a+ib is_________
Answer-> 1/(under-root->6) + i/under-root-3
More question relating complex numbers would be coming soon
If anyone else has a question to ask can also post here....
Offline
#2 2006-01-29 04:29:06
- kempos
- Member
- Registered: 2006-01-07
- Posts: 77
Re: Complex Numbers
n(AUB)=n(A) + n(B) - n(AandB)
40 = 18+24 - n(AB)
n(AB) = 2
Offline
#3 2006-01-29 04:34:27
- kempos
- Member
- Registered: 2006-01-07
- Posts: 77
Re: Complex Numbers
3. A` = [1,3] ?
4. [1,2)?
5. -i
Last edited by kempos (2006-01-29 05:13:12)
Offline
#4 2006-01-29 04:47:58
- kempos
- Member
- Registered: 2006-01-07
- Posts: 77
Re: Complex Numbers
solved 8 but dont know how to put it here :-(
how to paste equation from MS word? i have saved this bloody thing as a jpg try to paste it here but it does not work :-(
Last edited by kempos (2006-01-29 05:03:13)
Offline
#5 2006-01-29 05:06:58
- dorez
- Member
- Registered: 2006-01-29
- Posts: 4
Re: Complex Numbers
thanks kempos
can u also put in solution steps of 3,4,5 cause these questions are new to me....
Offline
#6 2006-01-29 05:10:57
- kempos
- Member
- Registered: 2006-01-07
- Posts: 77
Re: Complex Numbers
i can't do it
do not know how to put it here :-(
5. i^(-4k+3) = i^-4k * i^3 = 1/i^4k * (-i) = 1/ i^2^2k * (-i) = 1/-1^2k * (-i) =
1/1^k *(-i) = 1*(-i) = -i
Last edited by kempos (2006-01-29 05:11:36)
Offline
#7 2006-01-29 05:14:05
- kempos
- Member
- Registered: 2006-01-07
- Posts: 77
Re: Complex Numbers
what do you mean by A[0,2]?
Last edited by kempos (2006-01-29 05:14:26)
Offline
#8 2006-01-29 05:24:16
- dorez
- Member
- Registered: 2006-01-29
- Posts: 4
Re: Complex Numbers
didn;t got u.....?
hmmm can u also give me solutions steps of 3 and 4 because haven't ever seen these type of questions before so ..... not sure about them.....
Offline
#9 2006-01-29 12:15:20
- Kelp Kid
- Member
- Registered: 2005-12-05
- Posts: 31
Re: Complex Numbers
What on earth are you talking about?
Don't know don't care 
Offline
#10 2006-01-29 22:04:44
- dorez
- Member
- Registered: 2006-01-29
- Posts: 4
Re: Complex Numbers
i mean
how IF X=[1,4] & A=[2,4] then A' =3. A` =
Gives answer[1,3]
how IF A[1,2] & B0,2) then A(Intersection Sign)B=
Gives answer[1,2)
Also have another question
1. If the area of a triangle is 16, formed by the points Z, Z+iZ and iZ in a complex plane then |Z|=_____
Gives 4(Under-root-->2) how?
Last edited by dorez (2006-01-29 22:14:38)
Offline
#11 2006-01-30 19:16:45
- Tigeree
- Member
- Registered: 2005-11-19
- Posts: 13,883
Re: Complex Numbers
don't bother Kelp Kid
Last edited by Tiger (2006-01-30 19:17:04)
People don't notice whether it's winter or summer when they're happy.
~ Anton Chekhov
Cheer up, emo kid.
Offline
#12 2006-01-30 22:13:45
- kempos
- Member
- Registered: 2006-01-07
- Posts: 77
Re: Complex Numbers
is the question about the triangle correct? haveing some problems with it :-(
Offline
#13 2006-01-30 22:25:28
- kempos
- Member
- Registered: 2006-01-07
- Posts: 77
Re: Complex Numbers
I'm getting 4sqrt2 but also imaginary numbers.
Offline
#14 2006-01-30 22:30:09
- kempos
- Member
- Registered: 2006-01-07
- Posts: 77
Re: Complex Numbers
ok, got it. however difficult for me to expalin.
check:
http://regentsprep.org/Regents/mathb/3C6/absvlecomlesson.htm
not the sane problem but might help
Last edited by kempos (2006-01-30 22:30:44)
Offline
#15 2006-01-30 22:39:26
- kempos
- Member
- Registered: 2006-01-07
- Posts: 77
Re: Complex Numbers
ok, here you go
Offline
#16 2006-01-31 10:14:20
- Browniegirl32296
- Member
- Registered: 2006-01-31
- Posts: 8
Re: Complex Numbers
How do you get to be a full memeber? or how do you get those icons?
Offline
#17 2006-01-31 11:29:53
- MathsIsFun
- Administrator
- Registered: 2005-01-21
- Posts: 7,713
Re: Complex Numbers
Hi Browniegirl ... welcome to the forum. Give people a little time to respond 
You are already a member, the different grades are based on how many messages you post here.
You can upload an "avatar" by going to Profile (at top), then Personality. You must first have one on your PC, though! It can't be bigger than 60x60 pixels. Some people make their own, others find one searching the internet.
"The physicists defer only to mathematicians, and the mathematicians defer only to God ..." - Leon M. Lederman
Offline
Pages: 1