Hedging is a risk-management strategy executed in futures and options markets designed specifically to protect producers, processors, and traders against price risk (market price volatility).
By taking an equal and opposite position in the futures market relative to their physical cash crop holdings, hedgers offset adverse price drops in the spot market with compensatory gains in the futures market.
Distractors: Physical risk (spoilage, fire) is addressed via crop insurance/warehousing; climate risk is managed via weather-based crop insurance (PMFBY).
Correct option: (2) Price risk
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Q.102
Agricultural Economics- ICAR JRF/SRF 2024
MCQ (Single Correct)+4−1
Which is not involved in the field of agricultural marketing?
NABARD (National Bank for Agriculture and Rural Development): An apex development financial institution providing refinancing, developmental credit, and policy guidance for rural credit institutions, microfinance, and rural infrastructure. It does not engage directly in physical agricultural commodity marketing, buying, selling, or trading.
Marketing Agencies:
NAFED: Apex national cooperative engaged in commercial and price-support marketing of pulses, oilseeds, and onions.
NDDB: National Dairy Development Board, orchestrator of Operation Flood and dairy marketing networks.
APEDA: Promotes export marketing of agricultural and processed food products.
Correct option: (2) NABARD
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Q.103
Agricultural Economics- ICAR JRF/SRF 2024
MCQ (Single Correct)+4−1
The rejection probability of Null Hypothesis when it is true is called as?
In statistical hypothesis testing, the Level of Significance (denoted by $\alpha$) is defined as the maximum tolerable probability of committing a Type I error:
$$\alpha = P(\text{Reject } H_0 \mid H_0 \text{ is True})$$
It represents the rejection probability of the Null Hypothesis when it is genuinely true. Common levels of significance are $5\%$ (0.05) and $1\%$ (0.01).
Distractors:
Level of Confidence: Given by $(1 - \alpha)$, representing the probability of accepting $H_0$ when it is true.
Power of the Test: Given by $(1 - \beta)$, the probability of rejecting $H_0$ when $H_0$ is false.
Correct option: (2) Level of Significance
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Q.104
Agricultural Economics- ICAR JRF/SRF 2024
MCQ (Single Correct)+4−1
Which test is not used for the presence of Heteroscedasticity?
Diagnostic Tests for Heteroscedasticity vs. Autocorrelation:
Durbin-Watson Test: Used exclusively to detect the presence of first-order autocorrelation (serial correlation) among regression error residuals ($u_t = \rho u_{t-1} + \varepsilon_t$), not heteroscedasticity.
Standard Tests for Heteroscedasticity:
Goldfeld-Quandt Test: Tests whether error variances differ across two sorted subsamples.
Glejser Test: Regresses absolute residuals $|e_i|$ on explanatory variables.
Park Test: Regresses logarithm of squared residuals $\ln(e_i^2)$ on $\ln(X_i)$.
White's General Test & Breusch-Pagan-Godfrey Test.
Correct option: (4) Durbin Watson Test
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Q.105
Agricultural Economics- ICAR JRF/SRF 2024
MCQ (Single Correct)+4−1
Consider a hypothesis Ho where $o = 5 against H; where $; <5. The test is?
hypothesis test testing $H_0: \theta = 5$ against the alternative hypothesis $H_1: \theta \lt 5$ is a Left-Tailed Test.
The inequality symbol in the alternative hypothesis ($\lt $) points strictly to the left, concentrating the entire rejection region (critical region of size $\alpha$) in the lower (left) tail of the sampling distribution.
Distractors:
Right-Tailed Test: Alternative hypothesis has the form $H_1: \theta \gt 5$.
Two-Tailed Test: Alternative hypothesis has the form $H_1: \theta \neq 5$.
Correct option: (2) Left tailed
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