MPSC Junior Accounts Assistant Mains — Essay/Precis Writing and Draft, General Knowledge and Arithmetic (September 2023 cycle) — question paper
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Historical paper · reviewed structured rendering
MPSC Junior Accounts Assistant Mains — Essay/Precis Writing and Draft, General Knowledge and Arithmetic (September 2023 cycle)
Paper #3080 · 09-2023 · Essay/Precis Writing and Draft; General Knowledge; Arithmetic — written mains bundle · 59 reviewed questions · Showing 41–59 of 59
Accuracy note: This is a reviewed structured rendering of an official previous-year paper and may cover only part of it. Where available, explanatory notes describe unresolved source or answer issues without supplying a scoring answer. Official examination authority notices remain final.
Question-paper publication complete as the original seven-page written mains bundle. PDF page 1: Essay/Precis Writing and Draft, 100 marks, 2.5 hours; choose one essay within 1500 words (40 marks), a precis with title (30) and a letter (30). Pages 2–3: General Knowledge, 50 marks, 1.5 hours, 25 questions. Pages 4–7: Arithmetic, 100 marks, three hours, 31 numbered questions with source-specific marks. Existing 59 structured task/question cards and guidance are retained. The full PDF supplies all original passages, diagrams, tables, formulas and instructions. This is not a new automatically scored MCQ set or a fresh solution audit; additional model answers/repairs remain deferred.
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Find k so 9x^2-24x+k=0 has equal roots.
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Count three-digit natural numbers divisible by 9.
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In equilateral ABC with AD perpendicular BC, prove AD^2=3BD^2.
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Area of triangle (3,8),(-4,2),(5,-1).
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Evaluate 4/cot^2(30)+1/sin^2(60)-cos^2(45).
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Ring track: outer circumference 440 cm, width 7 cm; find area using 22/7.
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Square OABC inscribed in a quadrant with OA=14; find shaded quadrant-minus-square area.
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Two numbers sum 35 and differ 13.
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Sum 72+70+68+...+40. ARITHMETIC Q22-31:
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Right ABC at A, altitude AD to BC, BC=13 and AC=5; ratio areas ABC:ADC.
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Ratio in which P(-6,a) divides A(-3,-1),B(-8,9), and find a.
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A 50 m tower's shadow is x metres shorter at 45 degrees than 30 degrees; use sqrt(3)=1.732.
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From P, PS and PT are tangents, CD a third tangent at Q; PT=10,CQ=2; perimeter PCD.
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Segment cut by a 120-degree chord in radius 12; use pi=3.14,sqrt(3)=1.732.
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Mode for classes 10-15,15-20,20-25,25-30,30-35,35-40 with frequencies 30,45,75,35,25,15.
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Half-empty a cylinder of diameter 3 m,height 3.5 m at 225 L/min.
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A train takes 2 hours for 300 km; find usual speed (the printed increased-speed clause supplies no changed time).
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A takes 10 days less than B; together 12 days; B alone.
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Median for classes 0-10,...,50-60 with frequencies 3,6,8,15,10,8.