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GATE Watershed Planning & Management: practice questions

GATE — Agricultural Engineering (AG) · India · IITs and IISc on rotation (2026: IIT Guwahati)

Original practice questions written to the published syllabus · not past papers
7worked here, free
36written to this exam in this subject
8syllabus units

What this subject covers

Planning a whole watershed: delineating it, classifying its land, budgeting its water and choosing harvesting structures with the people who live there.

In the exams: GATE AG Section 4 Watershed Management; ICAR AIEEA-PG Unit VII; ICAR AICE subject 40 Unit 6; TNPSC Unit III; RPSC AAE Unit 2

What GATE asks from it

GATE — Agricultural Engineering (AG)

Section 4 Watershed Management: numerical-answer questions on morphometric parameters (form factor, circularity and elongation ratios, drainage density, bifurcation ratio), water budget arithmetic and harvesting volumes; short conceptual questions on land capability classes and prioritisation. Unit slips between mm, ha and m³ cost the most marks.

Where the 36 questions fall

How our questions for GATE spread across the units of Watershed Planning & Management. Difficulty: 6 easy, 20 medium, 10 hard.

Watershed characterisation and morphometry12
Watershed delineation5
Rainwater harvesting: check dams, percolation tanks and farm ponds5
Cost-benefit analysis of watershed projects5
Land capability classification3
Water budgeting3
Roof-top rainwater harvesting2
Land irrigability classification1

7 practice questions, worked

Choose an answer, then open the working. Each explanation says why the right answer is right and why the others are not.

1 · Watershed characterisation and morphometry · medium

The highest point on the divide of a watershed is at 1240 m and the outlet at 580 m. The basin length is 16.5 km. The relief ratio (dimensionless) is:

  1. 40.0
  2. 0.040
  3. 0.075
  4. 0.035
Answer and working

B. 0.040

Basin relief H = 1240 − 580 = 660 m. Rh = H / Lb = 660 / 16,500 m = 0.040. 40.0 is H in metres divided by Lb in kilometres, a unit slip. Using the highest elevation (0.075) or the outlet elevation alone (0.035) instead of the difference is wrong.

Further reading: Horton (1945); Strahler (1957); Schumm (1956); Miller (1953) — as summarised in Suresh, Soil and Water Conservation Engineering

2 · Land capability classification · medium

In land capability classification, the subclass symbols e, w, s and c stand for limitations due to:

  1. erosion, excess water, soil root zone, and climate
  2. erosion, wind, salinity, and clay
  3. elevation, water table, slope, and cover
  4. erodibility, water quality, stoniness, and crop
Answer and working

A. erosion, excess water, soil root zone, and climate

The four subclasses are e (erosion hazard), w (wetness, drainage or overflow), s (soil root zone limitations such as shallowness, stones, low water capacity, salinity or sodicity) and c (climatic limitation). Salinity is included under s, and slope is expressed through erosion hazard.

Further reading: Klingebiel and Montgomery, USDA Agriculture Handbook 210 (1961)

3 · Land capability classification · hard

A farmer's field is on a gentle slope with deep, slowly permeable clay soil in a region of fairly high rainfall. Which bund type suits it better, and why?

  1. Contour bund, because it holds all runoff on the field, and slowly permeable clay needs the extra moisture
  2. Contour bund, because graded bunds are only for sandy soils in low-rainfall areas with rapid infiltration
  3. No bund, because clay soils cannot erode
  4. Graded bund, because it leads excess runoff safely to an outlet instead of ponding it on the clay
Answer and working

D. Graded bund, because it leads excess runoff safely to an outlet instead of ponding it on the clay

Contour bunds hold water behind them and suit low-rainfall areas with permeable soils, where the ponded water infiltrates. On slowly permeable clays with high rainfall, ponding causes waterlogging and bund overtopping, so graded bunds with a slight longitudinal grade lead excess water to a grassed waterway. Clay soils can erode, especially when wet.

4 · Water budgeting · hard

For a watershed over one year: rainfall 850 mm, runoff at the outlet 120 mm, deep percolation 95 mm and an increase in soil moisture storage of 15 mm. There is no inflow across the divide. Actual evapotranspiration is:

  1. 650 mm
  2. 620 mm
  3. 635 mm
  4. 730 mm
Answer and working

B. 620 mm

P = ET + Q + R + ΔS, so ET = 850 − 120 − 95 − 15 = 620 mm. Adding the storage increase (650 mm) gets its sign wrong: water that went into storage did not evaporate. 635 mm ignores storage altogether. 730 mm subtracts only the runoff (850 − 120).

5 · Rainwater harvesting: check dams, percolation tanks and farm ponds · easy

A farm pond has a catchment of 8 ha. Seasonal rainfall is 650 mm and the seasonal runoff coefficient is 0.25. The runoff available to fill the pond is:

  1. 52,000 m³
  2. 13,000 m³
  3. 1,300 m³
  4. 130,000 m³
Answer and working

B. 13,000 m³

Runoff = C × P × A = 0.25 × 0.65 m × 80,000 m² = 13,000 m³. 52,000 m³ is total rainfall on the catchment (runoff coefficient omitted). The other two are factor-of-ten slips in converting hectares to m².

Further reading: Critchley and Siegert, FAO Water Harvesting manual (1991)

6 · Rainwater harvesting: check dams, percolation tanks and farm ponds · hard

A percolation tank has an average water-spread area of 2.0 ha and an average stored depth of 1.5 m. It fills 3 times in the rainy season, and evaporation takes 20% of the water captured. Assuming all remaining water percolates, the seasonal recharge is:

  1. 90,000 m³
  2. 24,000 m³
  3. 72,000 m³
  4. 18,000 m³
Answer and working

C. 72,000 m³

One filling = 20,000 m² × 1.5 m = 30,000 m³. 3 fillings = 90,000 m³. Recharge = 90,000 × (1 − 0.2) = 72,000 m³. 90,000 m³ ignores evaporation; 24,000 m³ counts only one filling; 18,000 m³ is the evaporation loss.

7 · Rainwater harvesting: check dams, percolation tanks and farm ponds · medium

When computing the volume of a farm pond with sloping sides, the average end-area formula compared with the prismoidal formula generally:

  1. underestimates the volume
  2. gives exactly the same volume
  3. overestimates the volume
  4. gives a volume independent of depth
Answer and working

C. overestimates the volume

For a frustum of a pyramid the average end-area method, h(A1 + A2)/2, weights the large top area too heavily and gives a larger value than the exact prismoidal result, (h/6)(A1 + 4Am + A2). For a 30 m square top, 18 m square bottom and 3 m depth the two give 1,836 m³ and 1,764 m³.

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Read the subject

Watershed Planning & ManagementThe full study manual, free GATEFormat, sections and how it has changed

More GATE practice

Engineering MathematicsTheory of MachinesSoil MechanicsHydraulic Drives & ControlsHeat & Mass TransferSurveying & LevellingMachine DesignFluid Mechanics & Open Channel HydraulicsIrrigation Engineering (Soil-Water-Plant, Conveyance, Surface Methods)Groundwater, Wells & PumpsMechanics of Tillage & Traction (Soil Dynamics)Post-Harvest Engineering of Horticultural CropsTractor Systems & ControlsSprinkler & Micro-Irrigation SystemsProbability, Statistics & Data AnalysisStorage Engineering, Material Handling & PackagingWatershed HydrologyPost-Harvest Engineering of Cereals, Pulses & OilseedsAgricultural Drainage EngineeringSoil & Water Conservation EngineeringEngineering Properties of Agricultural ProduceFarm Power SourcesFarm Machinery & Equipment I — Tillage, Sowing, Planting, FertiliserFood & Dairy Engineering

Watershed Planning & Management for other exams

ICAR AIEEA-PG · IndiaICAR AICE-JRF/SRF · IndiaTamil Nadu PSC · IndiaASRB NET · IndiaRajasthan PSC · India

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