QUOTE(iSean @ Feb 12 2012, 11:09 PM)
It's free. The tuition teacher say already paid Form 3 Tuition can attend Form 1 / 2 Tuition for free, and the manager don't even mind at all
I just don't get it, 3.2 Properties of Angles in Circles what's this
Angles subtended by an arc at the centre and at the circumference of a circle part about? What does this subtended even mean?
Also Angles subtended at the circumference by the same arc are equal?
For this subtopic, all you need to know is
1. The angle subtended anywhere at the circumference by the same arc is equal.
2. The angle subtended at the center is twice the angle subtended at the circumference provided it is by the same arc.
3. The angle subtended at the circumference by the diameter is always 90°
That's it. It's just that the questions can change here and there. I have to admit that it can be tricky. But if you do lots of exercises, you can get the hang of it.
And as for the circle terminologies, sorry, I can't explain it online. Try googling it.
Added on February 12, 2012, 11:32 pmQUOTE(danielcmugen @ Feb 12 2012, 11:19 PM)
Oh, forgot the '2'. Thx a lot.
Another 1, chap 3.3...
The diagram below shows a cyclic quadrilateral PQRS. POS is the diameter of the circle and PQ=QR. Calculate angle QPS.
Angle PQR = 180-56 = 124
Angle QRP = (180-124)/2 = 28
Angle PRS = 90
Angle QRS = 90+28 = 118
Angle QPS = 180-118 = 62
This post has been edited by blueflame: Feb 12 2012, 11:32 PM