Download files
Complete book:
Individual page:
Thumbnail gallery: Grid view | List view
154.
LEAVING CERTIFICATE, 1888.
7. If the equation to a curve be of the form
« =/0> y) - 0,
show that
s the equation to the tangent at the point (x, y).
Find the equations to the tangent and normal at any point in
XL V2 1
the curve -=— = 1.
a? b%
8. Define a pedal curve.
Show that the equation to the parabola
y2— Aax — 4a2
may be put into the form y>2 = ar, and deduce the equation to
its pedal curve.
LEAVING CERTIFICATE, 1888.
7. If the equation to a curve be of the form
« =/0> y) - 0,
show that
s the equation to the tangent at the point (x, y).
Find the equations to the tangent and normal at any point in
XL V2 1
the curve -=— = 1.
a? b%
8. Define a pedal curve.
Show that the equation to the parabola
y2— Aax — 4a2
may be put into the form y>2 = ar, and deduce the equation to
its pedal curve.
Set display mode to:
Universal Viewer | 
Mirador |
Large image | Transcription
Images and transcriptions on this page, including medium image downloads, may be used under the Creative Commons Attribution 4.0 International Licence unless otherwise stated. 
| Scottish school exams and circulars > Leaving Certificate > (37) |
|---|
| Permanent URL | https://digital.nls.uk/144143776 |
|---|
| Shelfmark | P.P.1888 XLI |
|---|---|
| Attribution and copyright: |
|
More information
|
|
| Description | Examination papers for the School Leaving Certificate 1888-1961 and the Scottish Certificate of Education 1962-1963. Produced by the Scotch (later 'Scottish') Education Department, these exam papers show how education developed in Scotland over this period, with a growing choice of subjects. Comparing them with current exam papers, there are obvious differences in the content and standards of the questions, and also in the layout and use of language |
|---|---|
| Additional NLS resources: |
|
|
More information
|
|
