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∫(sin⁶(x) + cos⁶(x) + 3sin²(x)cos²(x)) dx. MIT Integration Bee 2023, Qualifying Exam, Question 12. ∫(sin⁶(x) + cos⁶(x) + 3sin²(x)cos²(x)) dx. MIT Integration Bee 2023, Qualifying Exam, Question 12.
∫(x + e + 1)xᵉeˣ dx = ?? MIT Integration Bee 2023, Qualifying Exam, Question 13. #mitintegrationbee ∫(x + e + 1)xᵉeˣ dx = ?? MIT Integration Bee 2023, Qualifying Exam, Question 13. #mitintegrationbee
∫(x + e + 1)xᵉeˣ dx = ?? MIT Integration Bee 2023, Qualifying Exam, Question 13. #mitintegrationbee ∫(x + e + 1)xᵉeˣ dx = ?? MIT Integration Bee 2023, Qualifying Exam, Question 13. #mitintegrationbee
∫1/(tan(x) + cot(x)) dx. MIT Integration Bee 2018, Question 4, Qualifying Exam. ∫1/(tan(x) + cot(x)) dx. MIT Integration Bee 2018, Question 4, Qualifying Exam.
∫1/(x + 1 + 2√x)² dx [0, ∞] MIT Integration Bee 2025, Regular Season, Problem 1 #mitintegrationbee ∫1/(x + 1 + 2√x)² dx [0, ∞] MIT Integration Bee 2025, Regular Season, Problem 1 #mitintegrationbee
∫e^(-(x - 2024)^2/4) dx [-∞, ∞] = ? MIT Integration Bee 2024, Qualifying Exam, Question 13. ∫e^(-(x - 2024)^2/4) dx [-∞, ∞] = ? MIT Integration Bee 2024, Qualifying Exam, Question 13.
∫(3/1)√(x•(4/2)√(x•(5/3)√(x•(6/4)√( ... ))) ) dx MIT Integration Bee 2025, Qualifying Exam, Q12. ∫(3/1)√(x•(4/2)√(x•(5/3)√(x•(6/4)√( ... ))) ) dx MIT Integration Bee 2025, Qualifying Exam, Q12.
MIT Integration Bee 2025 Qualifying Exam Walkthrough MIT Integration Bee 2025 Qualifying Exam Walkthrough