two points P(6p,3p^2) and Q(6q,3q^2) lie on the parabola x^=12y
a) find the equation of the tangent at p
b) the tangents at p and q intersect at the point t, find the coords of the point t
c) if the angle between these tangents is 45 degrees prove that p-q=pq+1
i've done part a) and b) however...
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Question:
The diagram shows a point P(2ap,ap^2) on the parabola x^2=4ay
The normal to the parabola at P intersects the parabola again at Q(2aq, aq^2)
The equation of PQ is x-py-2ap-ap^3=0 (DO NOT PROVE THIS)
i) Prove that p^2+pq+2=0
ii) If the chords OP and OQ are perpendicular, show that p^2 =2
HELP, DOES ANYONE HAVE ANY ACCOUNTING PAST PAPERS?? OR NOTES OR ANYTHING
MY EXAM IS IN LIKE A WEEK AND A HALF AND IM SCAREDDDD
i am somehow incredibly bad at correction of errors and depreciation :@
Its so hard for me to understand disposal of non current assets!
Any help would be appreciated...
Hey Guys,
Year 11's almost finished and it will be time to drop subjects
At the moment im doing 14 units as i have an extra tafe course thing going on
So pretty much what im asking is FOR HELP!! seeing as i really am not sure what to do
Right now i am doing
3U mathematics
2U english
biology...