Q7a ================
Q8abc ================
Q16a ================
Q16c ================
Q16d ================
This blog goes back a few years! while I was teaching in various schools in NSW, Australia. It contains a wide range of mathematics explanations, notes, and resources covering secondary-level mathematics topics. The easiest ways to navigate are by using the search bar or browsing through the labels/tags. If you find my content helpful and would like to support my work, a coffee donation is greatly appreciated — thank you!
Showing posts with label Locus. Show all posts
Showing posts with label Locus. Show all posts
Monday, 14 December 2009
Cambridge Year 11 3U EXERCISE 9F - Q7a, 8abc, 16a, 16c, 16d - Parabola as a Locus
QUESTIONS: Q7a, 8abc, 16a, 16c, 16d
Q7a ================
Q8abc ================
Q16a ================
Q16c ================
Q16d ================
Q7a ================
Q8abc ================
Q16a ================
Q16c ================
Q16d ================
QUESTION: From which points on the parabola $x^2=4ay$ does the normal pass through the focus?
QUESTION: From which points on the parabola $x^2=4ay$ does the normal pass through the focus?
LOCUS: Find the equation of the locus of the midpoints of all chords of length 2 units in the circle with centre $(0,-1)$, radius $2$.
QUESTION
Find the equation of the locus of the midpoints of all chords of length 2 units in the circle with centre $(0,-1)$, radius $2$.
Find the equation of the locus of the midpoints of all chords of length 2 units in the circle with centre $(0,-1)$, radius $2$.
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