Mathematics · Integral Calculus

On changing the order of integration, the double integral ∫01 ∫y1 x2 cos(x2 - xy) dx dy becomes:

Verified Solution4 OptionsUpdated: October 2026👁️1 View

1∫01 x sin(x2) dx✓
2∫01 x sin(x) dx
3∫01 x2 sin(x2) dx
4∫01 sin(x2) dx

Correct answer

∫01 x sin(x2) dx

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On changing the order of integration, the double integral ∫01 ∫y1 x2 cos(x2 - xy) dx dy becomes:

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On changing the order of integration, the double integral ∫01 ∫y1 x2 cos(x2 - xy) dx dy becomes:

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