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What do you understand by tax havens? Explain how they promote corruption in India.
What do you understand by tax havens? Explain how they promote corruption in India.
Sunrise Classes
Apr 42 min read


Importance of Data Quality in Official Statistics
Importance of Data Quality in Official Statistics
SWETA
Apr 12 min read


ISS PREVIOUS YEAR GS 2016
What are the differences between Himalayan rivers and Peninsular rivers? Discuss.
SWETA
Apr 11 min read


ISS PREVIOUS YEAR 2016 PAPER-2 SOLUTION SET-A Q.NO. 11
ISS PREVIOUS YEAR 2016 PAPER-2 SOLUTION SET-A
SWETA
Apr 13 min read


ISS PREVIOUS YEAR 2016 PAPER-1 SET-A Q.no.- 11
ISS PREVIOUS YEAR 2016 PAPER-1 SET-A 10 balls are placed in 10 boxes independently and uniformly at random. Initially, all boxes are empty.
What is the expected number of boxes that remain empty?
SWETA
Apr 11 min read


ISS PREVIOUS YEAR GS 2016 Q.NO. 2(d)
Changing Scenario of Pulses Cultivation and Production in India
Shivani Rana
Mar 311 min read


ISS PREVIOUS YEAR 2016 PAPER-2 SOLUTION SET-A Q.NO. 10
Which of the following statements are correct in order to obtain the hypothesis H0:β1=0H_0: \beta_1 = 0H0:β1=0 for the modelyi=β0+β1xi+εiy_i = \beta_0 + \beta_1 x_i + \varepsilon_iyi=β0+β1xi+εi ?
Shivani Rana
Mar 311 min read


ISS PREVIOUS YEAR 2016 PAPER-1 SET-A Q.no.- 10
A simple random sample of size 10 is selected with replacement from a population of size 100. What is the expected number of unique elements in the sample?
Options:(a) 100 × (99/100)¹⁰(b) 100 × [1 − (99/100)¹⁰](c) 100 × (9/10)¹⁰(d) 100 × (1 − 99/100)¹⁰
Shivani Rana
Mar 311 min read


ISS PREVIOUS YEAR 2016 PAPER-2 SOLUTION SET-A Q.NO. 9
For a simple linear regression modely=β0+β1x+εy = \beta_0 + \beta_1 x + \varepsilony=β0+β1x+ε,consider the following statements where β^0\hat{\beta}_0β^0 and β^1\hat{\beta}_1β^1 are estimates of β0\beta_0β0 and β1\beta_1β1:
Shivani Rana
Mar 301 min read


ISS PREVIOUS YEAR GS 2016 Q.NO. 2(c) isspreviousyeargs2016q-no-2-c
Discuss the impact of Information Technology in the Industrial Revolution of India.
Shivani Rana
Mar 302 min read


ISS PREVIOUS YEAR 2016 PAPER-1 SET-A Q.no.- 8
Question
Let XXX be a Poisson variate with parameter λ\lambdaλ such that
P(X = 2) = 2P(X = 4) + 20P(X = 6)
What is the coefficient of skewness?
Options:
(a) 1/√3(b) 1(c) 1/2(d) −1/√3
Shivani Rana
Mar 292 min read


ISS PREVIOUS YEAR 2016 PAPER-2 SOLUTION SET-A Q.NO. 8
Question:Which of the following statements are associated with residuals of a regression model?
The sum of the residuals in any regression model that contains an intercept is always zero.
The sum of the observed values yiy_iyi is not equal to the sum of the fitted values y^i\hat{y}_iy^i.
The sum of the residuals weighted by the corresponding regressor variable is zero.
The sum of the residuals weighted by the corresponding fitted values is zero.
Select the c
Shivani Rana
Mar 292 min read


ISS PREVIOUS YEAR 2016 PAPER-1 SET-A Q.no.- 7
Let the random variable X have the distribution:
P(X = 0) = P(X = 3) = p P(X = 1) = 1 − 3p P(X = 2) = p
where
0 ≤ p ≤ 1/2
Find the maximum value of V(X).
Shivani Rana
Mar 282 min read


ISS PREVIOUS YEAR GS 2016 Q.NO. 2(a)
What is Polar Shifting? Discuss its geographic significance with regard to catastrophic consequences on humanity.
Shivani Rana
Mar 282 min read


ISS PREVIOUS YEAR 2016 PAPER-1 SET-A Q.no.- 6
A Poisson random variable X has mean equal to 1/2.
Let Y = 2X. Consider the following:
E(Y) = 1
Var(Y) = 4
μ3(Y) = 4
μ4(Y) = 28
Which of the above is/are correct?
SWETA
Mar 231 min read


ISS PREVIOUS YEAR GS 2016 Q.NO. 5
ISS PREVIOUS YEAR GS 2016 Q.NO. 5 What does Yoga represent in Indian philosophical tradition? Is it the same as that practised by the masses in the present day?
SWETA
Mar 201 min read


ISS PREVIOUS YEAR 2016 PAPER-2 SOLUTION SET-A Q.NO. 5
In the Gauss-Markov linear model, letŷ denote the vector of fitted values andê denote the vector of residuals.
Consider the following statements:
The components of ŷ are pairwise uncorrelated.
The components of ê are pairwise uncorrelated.
SWETA
Mar 202 min read
![For the distribution: f(x) = [1 / B(p, q)] × [x^(p − 1) / (1 + x)^(p + q)],where 0 < x < ∞, p > 0, q > 0, find the harmonic mean. Options: (a) p / (p + q) (b) 1 / p (c) (p − 1) / q (d) (p + 1) / (q − 1)](https://static.wixstatic.com/media/8ffd4d_929597f8730a4e7fb508b389d8141e98~mv2.jpg/v1/fill/w_293,h_250,fp_0.50_0.50,q_30,blur_30,enc_avif,quality_auto/8ffd4d_929597f8730a4e7fb508b389d8141e98~mv2.webp)
![For the distribution: f(x) = [1 / B(p, q)] × [x^(p − 1) / (1 + x)^(p + q)],where 0 < x < ∞, p > 0, q > 0, find the harmonic mean. Options: (a) p / (p + q) (b) 1 / p (c) (p − 1) / q (d) (p + 1) / (q − 1)](https://static.wixstatic.com/media/8ffd4d_929597f8730a4e7fb508b389d8141e98~mv2.jpg/v1/fill/w_400,h_341,fp_0.50_0.50,q_90,enc_avif,quality_auto/8ffd4d_929597f8730a4e7fb508b389d8141e98~mv2.webp)
ISS PREVIOUS YEAR 2016 PAPER-1 SET-A Q.no.- 5
For the distribution:
f(x) = [1 / B(p, q)] × [x^(p − 1) / (1 + x)^(p + q)],where 0 < x < ∞, p > 0, q > 0,
find the harmonic mean.
Options:
(a) p / (p + q) (b) 1 / p (c) (p − 1) / q (d) (p + 1) / (q − 1)
SWETA
Mar 202 min read


DAILY STUDY PLAN FOR ISS ASPIRANTS (2026 STRATEGY)
The Indian Statistical Service (ISS) exam is a highly specialized and competitive examination that demands strong conceptual clarity and consistent practice. Many aspirants often ask:
“How should I study daily?”
“What routine should I follow to crack ISS?”
Sunrise Classes
Mar 192 min read


ISS PREVIOUS YEAR PAPER-2 2016 SOLUTION Q.NO. 4
ISS PREVIOUS YEAR PAPER-1 2016 SOLUTION. The following data pertain to a test involving analysis of variance:
Estimate of population variance based on variance among the sample means = 18.50. Estimate of the population variance based on the variance within the samples = 12.50
The F-ratio for the sample is equal to:
Options:(a) 0.68(b) 1.48(c) 6.00(d) 31.00
SWETA
Mar 181 min read
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