Example 2 : Equation of a Circle given 3 points on the Circumference : ExamSolutions
Loading...
6,015
Loading...
Uploader Comments (ExamSolutions)
see all
All Comments (23)
-
thank you this helped me alot, appreciate this keep up the good work
-
@ExamSolutions ok thanks :)
-
another question, if you dont have a vertical chord can you still find the midpoint of the chord and perpendicular gradient and work it out via simultaneous equation?
-
@Goodfellow7 I would think so. I would encourage you to work it out algebraically. Suppose the real answer was (1.1, -2.1) or very close to your answer. Do you think you would have been able to spot this?
Loading...
How am I meant to find the centre of a circle given only 2 points on the circle (a chord) and a tangent??
64adamw64 1 month ago
@64adamw64 Find out where the normal to the tangent and the perpendicular bisector of the chord intersect. You will need to establish the respective equations and solve simultaneously.
ExamSolutions 1 month ago
Will the point of intersection of the perpendicular bisectors always be the centre point or is it just this specific example?
I'm pretty sure it is 'cause when I visualise it in my head it seems to be so but I don't know for sure...
Thanks for the videos, they're very helpful.
EMZ=]
tehemor 4 months ago
@tehemor Yes
ExamSolutions 4 months ago
how can you do a neat construction of the circle during the exam without knowing the centre?
MilitaryMan006 6 months ago
@MilitaryMan006 practice and guess work
ExamSolutions 6 months ago