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Next exam on November 14 – 15, 2026:
All concepts

Quadrants of the Coordinate Plane

平面直角坐标系中的象限

Determine a point’s quadrant from the signs of its coordinates; points on an axis lie in no quadrant.

8 real-exam questions · 5 sittings5 in mock papers

How the real exam tests it

Questions from real CSCA papers that test this concept. Work each one out before you open the answer.

  1. CSCA Math December 2025 Past Paper
    The point (−1,3−π)(-1,3-\pi) lies in which quadrant?
    • A.Quadrant I
    • B.Quadrant II
    • C.Quadrant IV
    • D.Quadrant III
    Show answer & solution

    Answer: D

    Answer: D Since 3−π<03-\pi<0, both coordinates are negative. The point is in Quadrant III. Choose D.
    See it in the full CSCA Math December 2025 Past Paper
  2. CSCA Math April 2026 Past Paper
    Which point lies in the third quadrant?
    • A.(1,−2)( 1 , - 2 )
    • B.(1,2)( 1,2 )
    • C.(−1,−2)( - 1 , - 2 )
    • D.(−1,2)( - 1,2 )
    Show answer & solution

    Answer: C

    Third quadrant requires x<0x < 0 and y<0y < 0. Only (−1,−2)( - 1 , - 2 ) satisfies this.
    Take the full CSCA Math April 2026 Past Paper — timed & graded
  3. CSCA Math June 2026 Past Paper
    If point P(x,y)P(x, y) lies in the second quadrant, then point Q(2x,3y)Q(2x, 3y) lies in
    • A.the fourth quadrant
    • B.the third quadrant
    • C.the second quadrant
    • D.the first quadrant
    Show answer & solution

    Answer: C

    PP lies in the second quadrant ⇒x<0\Rightarrow x < 0, y>0y > 0, so 2x<02x < 0 and 3y>03y > 0. Hence Q(2x,3y)Q(2x, 3y) also lies in the second quadrant. Choose (C).
    Take the full CSCA Math June 2026 Past Paper — timed & graded

Real-exam evidence

Recorded past-paper appearances are listed below; online verification is labelled separately.

8 questions across 5 sittings1 of 5 sittings available to verify free online

5 questions across 5 mock papers — our own papers, so a coverage signal rather than real-exam evidence

Related topic practice:Practise free: Analytic Geometry

Sitting evidence comes from the CSCA past papers on record; questions whose original paper is missing are excluded, and sprint papers are deliberately not counted.

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