#How do u actually do this
55 messages · Page 1 of 1 (latest)
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If you subtend BC onto a point on the circumference
You from a cyclic quadrilateral
And the angle is half the angle at the centre by circle theorems
Hold i gtg for dinner ill talk after
No problem
what does this mean
Do you know the circle theorem
Angle at the centre is double the angle at the circumference
I'm assuming that's what they meant by cyclic quadrilateral
ik the circle theorims
but there is no cyclic quad
cyclic quad means all the corners tocuh the edge
touch
@vocal girder
This is what I meant
You can see that the angle forms two edges
Which allows you to form a cyclic quadrilateral
And this is true for any point on the circumference in that arc
ok but how is that helpful
like i still dont understand how to do the Q
the mark scheme basically just says nothing
Hm
@vocal girder
i did it
the only part i dont get is
when i said that BPC = 180 -x. (which is allowed according to mark scheme)
how do we know that ABPC is a cyclic quad (hence why the fact that opposite angles add to 180)?
@vocal girder
..?
take ur time
alr np
I think you misunderstood the mark scheme
BPC is not 180 - x because of cyclic quad
there are literally 2 right angles in the quad
that's why it's 180 - x
Also
It only says 3 reasons
So you don't even have to use cyclic quadrilaterals
oh yea that makes sense actually
yea ik i was just confused on why it said that was a methd earlier