Mathematics · Numerical Analysis

If Δf(x) = eax+b, where Δ is the forward difference operator, then the terms f(0), Δf(0), and Δ2f(0) are in:

Verified Solution4 OptionsUpdated: October 2026👁️1 View

1Geometric Progression✓
2A constant sequence
3Harmonic Progression
4Arithmetic Progression

Correct answer

Geometric Progression

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If Δf(x) = eax+b, where Δ is the forward difference operator, then the terms f(0), Δf(0), and Δ2f(0) are in:

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If Δf(x) = eax+b, where Δ is the forward difference operator, then the terms f(0), Δf(0), and Δ2f(0) are in:

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