ASRB Agricultural Research Service (ARS) - Agricultural Statistics scientist · India · Agricultural Scientists Recruitment Board (ICAR)
Original practice questions written to the published syllabus · not past papersThe agriculture a statistician must know to plan a trial, frame a crop survey or read a breeder's question: how crops, livestock and fisheries are produced, what pests and diseases do to yield, how agricultural research and statistics are organised, and the rural-development programmes surveys evaluate. It is Unit I of AIEEA-PG Group 07.
In the exams: AIEEA-PG Group 07 Unit I (heavy: the agriculture unit); ASRB ARS/NET interviews (present)
How our questions for ASRB Agricultural Research Service spread across the units of Agriculture for Statisticians. Difficulty: 0 easy, 18 medium, 9 hard.
| Rural development programmes and what they ask statisticians to measure | 7 | |
| Major pests and diseases of crops and how they are measured | 4 | |
| Soils, nutrients and fertiliser response | 3 | |
| Organisation of agricultural research, education and extension (CGIAR and national systems) | 3 | |
| Importance of agriculture, forestry, livestock and fisheries in national economies | 2 | |
| Livestock and fisheries production basics | 2 | |
| Plant and animal breeding basics: what breeders measure and select | 2 | |
| Elementary principles of agricultural economics and extension | 2 | |
| Basic principles of crop production: seasons, cropping systems and yield components | 1 | |
| Agricultural units, conversion factors and crop calendars | 1 |
Choose an answer, then open the working. Each explanation says why the right answer is right and why the others are not.
Which feature of livestock makes annual livestock numbers harder to estimate than crop area?
B. Births, deaths, sales and slaughter change herds all year
Herd dynamics mean a count depends on the reference date, and flows (births, offtake) must be recorded separately; mobile pastoral herds add a sampling problem.
Further reading: Martin, Waldren and Stamp, Principles of Field Crop Production; Brady and Weil, The Nature and Properties of Soils; Falconer and Mackay, Introduction to Quantitative Genetics; FAO World Programme for the Census of Agriculture
Yield response to nitrogen is y = 2,000 + 30x − 0.1x² (kg/ha, x in kg N/ha). What is the maximum yield?
B. 4,250 kg/ha
Maximum at x = 30/(2 × 0.1) = 150 kg N/ha; y = 2,000 + 4,500 − 2,250 = 4,250 kg/ha. 6,500 forgets the quadratic term; 4,500 is the linear term alone.
Further reading: Martin, Waldren and Stamp, Principles of Field Crop Production; Brady and Weil, The Nature and Properties of Soils; Falconer and Mackay, Introduction to Quantitative Genetics; FAO World Programme for the Census of Agriculture
Disease severity is 5%, 15%, 40% and 60% at days 0, 7, 14 and 21. What is the AUDPC by the trapezoidal rule?
A. 612 %-days
AUDPC = 7[(5 + 15)/2 + (15 + 40)/2 + (40 + 60)/2] = 7 × (10 + 27.5 + 50) = 612 %-days. 120 is the sum of severities; 840 multiplies that sum by 7 without averaging.
Further reading: Martin, Waldren and Stamp, Principles of Field Crop Production; Brady and Weil, The Nature and Properties of Soils; Falconer and Mackay, Introduction to Quantitative Genetics; FAO World Programme for the Census of Agriculture
Control costs 1,500 currency units/ha; produce is worth 30 units/kg; each insect causes 0.5 units of injury; each unit of injury loses 0.4 kg/ha; control reduces injury by 80%. What is the EIL (insects per unit sample) by EIL = C/(VIDK)?
C. 312.5
EIL = 1,500/(30 × 0.5 × 0.4 × 0.8) = 1,500/4.8 = 312.5. Omitting K gives 1,500/6 = 250.0; 50.0 divides only by V; 4.8 is the denominator VIDK, not the EIL.
Further reading: Martin, Waldren and Stamp, Principles of Field Crop Production; Brady and Weil, The Nature and Properties of Soils; Falconer and Mackay, Introduction to Quantitative Genetics; FAO World Programme for the Census of Agriculture
Which statistical feature of insect counts per plant usually requires a transformation or a count model before ANOVA?
D. Clumping: variance exceeds the mean
Aggregated pests give over-dispersed counts (variance > mean). Square-root or log(x + 1) transformations, or Poisson and negative binomial models, deal with this.
Further reading: Martin, Waldren and Stamp, Principles of Field Crop Production; Brady and Weil, The Nature and Properties of Soils; Falconer and Mackay, Introduction to Quantitative Genetics; FAO World Programme for the Census of Agriculture
Two varieties rank differently at two locations: A is best at the first, B at the second. What does this show?
B. Genotype-by-environment interaction, so testing at many locations is needed
Rank changes across environments are crossover G × E. Multi-location, multi-year trials and stability analysis address it.
Further reading: Martin, Waldren and Stamp, Principles of Field Crop Production; Brady and Weil, The Nature and Properties of Soils; Falconer and Mackay, Introduction to Quantitative Genetics; FAO World Programme for the Census of Agriculture
A subsidy is given only to farms below 2 ha. Which design compares farms just below and just above that limit?
D. Regression discontinuity
Farms just either side of the cut-off are similar except for eligibility, so the jump in outcomes at the threshold estimates the effect there.
Further reading: Martin, Waldren and Stamp, Principles of Field Crop Production; Brady and Weil, The Nature and Properties of Soils; Falconer and Mackay, Introduction to Quantitative Genetics; FAO World Programme for the Census of Agriculture
Mexico's conditional cash transfer programme of the late 1990s is often cited in evaluation teaching. Why?
A. Its phased roll-out was randomised across villages, giving a credible control group
Randomly choosing which eligible villages entered first allowed early and late villages to be compared, a model later used widely.
Further reading: Martin, Waldren and Stamp, Principles of Field Crop Production; Brady and Weil, The Nature and Properties of Soils; Falconer and Mackay, Introduction to Quantitative Genetics; FAO World Programme for the Census of Agriculture
When planning the sample for a village-level programme evaluation, why must clustering be accounted for?
C. Households in a village are alike, so each adds less information
With intra-cluster correlation ρ and m households per village, the design effect 1 + (m − 1)ρ inflates variance, so power calculations must use it.
Further reading: Martin, Waldren and Stamp, Principles of Field Crop Production; Brady and Weil, The Nature and Properties of Soils; Falconer and Mackay, Introduction to Quantitative Genetics; FAO World Programme for the Census of Agriculture
Why should a crop-cutting yield survey be scheduled from the crop calendar of each region?
C. Maturity dates differ by region
Crop cutting needs mature crops; sowing and harvest dates differ with climate, altitude and season, so field timing follows regional calendars.
Further reading: Martin, Waldren and Stamp, Principles of Field Crop Production; Brady and Weil, The Nature and Properties of Soils; Falconer and Mackay, Introduction to Quantitative Genetics; FAO World Programme for the Census of Agriculture
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