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Author: Study Clue

March 19, 2026 Study Clue

Chapter 26: Statistics and Measures of Dispersion (Set-5)

Data: 2, 4, 6, 8, 10; the sample variance is A 8 B 6 C 10 D 5 Explanation Mean

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March 19, 2026 Study Clue

Chapter 26: Statistics and Measures of Dispersion (Set-4)

For values 6, 7, 9, 10, 13 the mean deviation about mean is A 2.0 B 2.2 C 2.4 D

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March 19, 2026 Study Clue

Chapter 26: Statistics and Measures of Dispersion (Set-3)

A data set has 9 values; the median position is A 4th value B 6th value C 9th value D

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March 19, 2026 Study Clue

Chapter 26: Statistics and Measures of Dispersion (Set-2)

A “variable” in statistics is A Fixed constant always B Only a formula C Characteristic that changes D Only a

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March 19, 2026 Study Clue

Chapter 26: Statistics and Measures of Dispersion (Set-1)

In statistics, a “population” means A Small chosen group B Random guess list C Entire group studied D Only numeric

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March 19, 2026 Study Clue

Chapter 25: Finite Differences, Interpolation and Numerical Integration (Set-5)

For equally spaced x with step h, if Δ³y is constant and nonzero, the simplest matching function type is A

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March 19, 2026 Study Clue

Chapter 25: Finite Differences, Interpolation and Numerical Integration (Set-4)

For equally spaced x, if a dataset comes from a quadratic function, which differences are constant? A First differences B

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March 19, 2026 Study Clue

Chapter 25: Finite Differences, Interpolation and Numerical Integration (Set-3)

For equally spaced x with step h, the forward difference at xᵢ is A yᵢ − yᵢ₋₁ B yᵢ₊₁ −

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March 19, 2026 Study Clue

Chapter 25: Finite Differences, Interpolation and Numerical Integration (Set-2)

If a table has constant third differences (equally spaced x), the data best fits a A Quadratic polynomial B Cubic

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March 19, 2026 Study Clue

Chapter 25: Finite Differences, Interpolation and Numerical Integration (Set-1)

In a forward difference table, which operator represents the first forward difference? A Δ operator B ∇ operator C δ

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