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3unitz,, maybe you should go back and read my posts. I knew it was P.D distance, I jst didn't know how to simplify it to make it look like what he asked.. soo that means i wont change my name. hahahh LoL

hows your conics going? still losing at ur own game? __________________ hmm i did part i, part ii, is confusing me... read the post i posted... watch your tone buddy !!

I had a triple free 2day, pretty much just bludge it all out. notthing to do.. looking forward for my double free after lunch.. yeah i go home and have sexual intercourse with my self.

start from this x^m rule x^m/ x^m = 1 but x^m / x^m = x^m-m = x^0 therefore x^0 =1 xD

ok! z^2=-4 >> arg = pi mod of z^2 = 4 ... therefore z = 2 2@ = pi + 2pik >> @ = pi+2pi k / 2 k=0,1,2,3 but we are only looking for 2 since its ^2 therefore @ = pi/2 and 3pi/2 therefore roots are z=2cispi/2 and z= 2cis3pi/2

ok.. im stuck now.. part ii.. I know i have to use perpindcular distance formula, but the problem is at the end, im stuck with b^2/a^2+b^2 ??? any suggestion ??

thanks namburger.. i went to the x-axis and the other one to the asymp crap.. thanks alot =)

^^^^^^^^^^^^ wtfff.. those chicks aren't going to solve the problem...

(ii) If M and N are the feet of the perpendiculars drawn from P to the asymptotes, show that MP.NP = a2b2 / (a2 + b2) guys what do you mean by this.. ????? im getting confused by what its asking.. (ii) If M and N are the feet of the perpendiculars drawn from P to the asymptotes, show that...

shit sorry i forgot about this game.. hmm part i, i just did it now you said the point P(x0,y0) lies on the hyperbola x2 / a2 - y2 / b2 = 1 (i) Show that the acute angle @ between the asymptote satisfies tan@ = 2ab / (a2 - b2) use the angel formula | m1+m2 / 1-m1m1 | crap...

Hey guys, customer support told me that if i want to re-format my windows, I can find the file in my hard drive, but the problem is i forgot to ask them where is it located that is specfic location. I dont know where where to begin, and I can be stuffed ringing them and waiting on the line. I...

Ok, Ive got a calculator. cos=-1/2 = 120 ( 2nd Quadrant ) >> 240 ( 3rd Quadrant ) This is for the first revolution that is one round. if you want to go for another round all you do is 360 + 120 and 360+240 and so on.. 3rd round is 720 + 120 ... and soo on.... make life easier right.. see...

same i prefer manually, you need to imagine, first of all its -1/2 that means quadrant 2 and 3 find the angles there when you do those are the solutions for the 1st revolution. if you want to go for another solution do this 360+ one of the angel and for the 2nd angel 360+ angel.. get the...

Ngoiathuan: Component A is primarily concerned with the students knowledge, understand and skills Component B is primarily concerned with the students reasoning, interpretativee, explanatory and communicative abilities. This is for 4units and 3units.

hey justnaotherne get a copy of the federal budget. here on bored of studies its really helpful and its already summarised. Economics is not my favourite but i enjoy it =) as you can see its maths which is my favourite.

Think of the mulitipler effect. If the government injecting 55bn for family support this encourage new couple to form a family that is have too much to drink one night and then have sexual intercourse with each other, but this is not the case. Impact it encourages couples to have kids, more...

Hi there, I'm currently doing 4unit maths, Economics, Business Studies and Standard English. From these subject which one of them should I preform really well at inorder to get a high UAI. My Aim is only 85+ because thats all I need for personal use and for Uni. Can you tell me the...

danzo90 but what are you chances of GETTING a job... do the maths buddy....

Cool thanks =) HSC question aren't that hard except for 7 and 8 ... im confident i can get 1st 2nd 3rd and 4th.. full marks... unless i make stupid mistakes along the way.

Undermy skin, i havn't done harder 3unit.. ronnkee sorry the girl posted up the answers.. ill post an Conics question << My favourite topic xD The point P{acosx,bsinx} is any point on the ellipse x^2/a^2 + y^2/b^2 = 1 with focus S. The point M is the midpoint of the interval SP. Show that as...