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  • Q951

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    [QMisc I Q.1 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q952

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    [QMisc I Q.2 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q953

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    [QMisc I Q.3 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q954

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    [QMisc I Q.4 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q955

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    [QMisc I Q.5 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q956

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    [QMisc I Q.6 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q957

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    [QMisc I Q.7 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q958

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    [QMisc I Q.8 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q959

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    [QMisc I Q.9 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q960

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    [QMisc I Q.10 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q961

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    [QMisc I Q.11 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q962

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    [QMisc I Q.12 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q963

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    [QMisc I Q.13 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q964

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    [QMisc I Q.14 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q965

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    [QMisc I Q.15 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q966

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    [QMisc I Q.16 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q967

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    [QMisc I Q.17 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q968

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    [QMisc I Q.18 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q969

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    [QMisc I Q.19 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q970

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    [QMisc I Q.20 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Set · 4 questions
    ABCD is a trapezium with AB parallel to DC and DC = 3AB. M is the mid-point of DC, AB→=p⃗\overrightarrow{AB} = \vec{p}AB=p​ and BC→=q⃗\overrightarrow{BC} = \vec{q}BC=q​. Find in terms of p⃗\vec{p}p​ and q⃗\vec{q}q​.
    • Q971
      [QMisc II Q.1 i) · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
    • Q972
      [QMisc II Q.1 ii) · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
    • Q973
      [QMisc II Q.1 iii) · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
    • Q974
      [QMisc II Q.1 iv) · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
  • Q975
    [QMisc II Q.2 · Maharashtra State Board (Class 12) — Vectors (Balbharati textbook)]
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