Plane Analytic Geometry

SH 401 · Chapter 3

0%

— out of — readSign in to save progress

Course Resources
Chapters
4
Questions
64

Past questions by syllabus

3.

Plane Analytic Geometry

3.1

Transformation of Coordinates: Translation and Rotation

12 questions
  1. 2083 Baishakh2082 Baishakh2080 BaishakhChapter 3: Plane Analytic Geometry3.1 Transformation of Coordinates: Translation and Rotation

    Find the angle through which the axes made turned so that the equation $x+2y+5=0$ may be reduced to the form $x=c$ and determine the value of $c$.

    ASK ON:ChatGPTClaudeAnswers · -5 marks Asked 3×
  2. 2081 Baishakh2081 Bhadra2074 AshwinChapter 3: Plane Analytic Geometry3.1 Transformation of Coordinates: Translation and Rotation

    What does the equation of the lines $7x^2+4xy+4y^2=0$ become when the axes are the bisectors of the angle between them.

    ASK ON:ChatGPTClaudeAnswers · -5 marks Asked 3×
  3. 2076 Chaitra2073 Shrawan2070 ChaitraChapter 3: Plane Analytic Geometry3.1 Transformation of Coordinates: Translation and Rotation

    What does the equation $3x^2+3y^2+2xy=2$ become when the axes are turned through an angle $45^{\circ}$ with the original axes.

    ASK ON:ChatGPTClaudeAnswers · -5 marks Asked 3×
3.2

Ellipse and Hyperbola; Standard Forms, Tangent, and Normal

16 questions
3.3

General Equation of Conics in Cartesian and Polar Forms

36 questions
HELP US IMPROVE

Report this question

Choose what needs attention. An administrator will review your report.

PLEASE CONFIRM

Are you sure?

This action cannot be undone.

Search by subject name, course code, or acronym.