#perp bisector
46 messages · Page 1 of 1 (latest)
so ur right abt it being a perpendicular bisector
for the next part those are equations of half lines in the complex plane
convert them to cartesian and find an intersection point
Would this be right?
yes
How do I convert them to Cartesian
well
I got it I think
the argument they give you
is the gradient of the line
so y - 0 = tan(pi/3) (x-2) for first one
I don’t understand how I’m suppose to find w
Oh dear Argand diagram
?
Most recent one
2023?
Yeah
Oh could u send me the paper I haven’t seen it before
Yeah I will I just need to know how to do part ii
Imma do it in a min
Like I get that they are 2 half lines but where are they both satisfied
Have u done it?
No I can’t find the mark scheme
Oh man idk if I’m right
Can u show me ur working
I don’t wanna send my working and then look like an idiot when it’s wrong LOL
This was my thought process
Let W = x +iy then form simultaneous equations
Where is ur starting point
Is it the stuff on the right
Finding arguement is tan-1
And it’s imaginary / real
I don’t wanna tell u this and be wrong best u wait for somebody who knows how to do to do it
There is also this question I don’t know how to do