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Solve MIT Bee Integration 9 !!!!
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แสดงข้อมูลเพิ่มเติม 1
Solve MIT Local Bee Integration 12 !!!!
Solve MIT Bee Integration 9 !!!!
∫(1 + ln(x))(1 + ln(ln(x))) dx MIT Integration Bee 2024 Semifinal #2 Problem 2 #mitintegrationbee
∫x²⁰²⁴•log₂₀₂₄(x) dx [0, 2024] = ? MIT Integration Bee 2024, Quarterfinal Tiebreakers Problem 1.
∫(1 - ²⁰²⁴√x)²⁰²⁴ dx [0, 1] MIT Integration Bee 2024 Quarterfinal #2 Problem 3 #mitintegrationbee
∫(x + 24)/(x³ + 25x² + 144x) dx = ? MIT Integration Bee 2025, Semifinal Tiebreakers, Problem 1.
∫(1 - 2x)/((1 + x)²•x^²⁄₃) dx = ? MIT Integration Bee 2023, Quarterfinal #2, Problem 2.
∫(√(2x/(x + 1)) + x²/(2 - x²)) dx [0, 1] = ? MIT Integration Bee 2023, Qualifying Exam, Question 14.
∫(x + sin(x) + x•cos(x) + sin(x)cos(x)) dx = ? MIT Integration Bee 2023, Qualifying Exam, Question 6
∫x•sin⁴(x) dx [0, π] = ? MIT Integration Bee 2023, Regular Season, Problem 8. #mitintegrationbee
Solving the MIT INTEGRATION BEE FINALS - Question 3 (Lucas number + Double Floor Function) !!!
∫(1 + 2x²⁰²²)/(x + x²⁰²³)dx MIT Integration Bee 2023 Qualifying Exam Question 15 #mitintegrationbee
∫√(sec(x) - cos(x)) dx [-π/2, π/2] = ? MIT Integration Bee 2025, Quarterfinal #3, Problem 1.
Continuing to solve MIT INTEGRATION BEE... Question 2!!!
∫1/(x⁸ - x⁶) dx = ?? MIT Integration Bee 2025, Quarterfinal #4, Problem 3. #mitintegrationbee
∫1/(x² + 1)³ dx = ? MIT Integration Bee 2022, Semifinal #2, Problem 2. #mitintegrationbee
∫(x + 1)eˣln(x) dx MIT Integration Bee 2025, Quarterfinal Tiebreakers, Problem 4 #mitintegrationbee
∫x(1+cos((x-1)π/2025)) dx [-2024, 2026]. MIT Integration Bee 2025 Quarterfinal Tiebreakers Problem 1
∫cos(20x)cos(25x)dx [-π/2,π/2] MIT Integration Bee 2025 Regular Season Problem 5 #mitintegrationbee
∫(1 + x²)/(x² + x²⁰²²) dx [1/2022, 2022] = ? MIT Integration Bee 2022, Quarterfinal #4, Problem 3
