[MCQ] The graph of x^2+1=0 (a) Intersects x‐axis at two distinct points (b) touches.. - Teachoo
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We solve: integral of dx/(x^2 - x - 2) using partial fractions
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We solve: integral of dx/(x^2 - x - 2) using partial fractions
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Q) Integration ∫ (x^2−x+1)/(x−1)(x²+1)#cbse #maths #cbse2026 #cbse2024 #cbse #case
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Math Guy Steve on Instagram: "Partial fractions in 30 seconds: integral of dx/(x^2 - x - 2) Solution: Factor to (x - 2)(x + 1). Decompose 1/[(x - 2)(x + 1)] = A/(x - 2) + B/(x + 1). Use x = -1 -> B = -1/3; x = 2 -> A = 1/3. Integrate to get (1/3)ln|x - 2| - (1/3)ln|x + 1| + C. Always remember math is everywhere. Save this, tag a classmate, and comment “NEXT” with the topic you want tomorrow. Follow for daily ACT/Calc help. #MathGuySteve #Calculus #Integration #PartialFractions #CollegeAlgebra #P
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Math Guy Steve on Instagram: "A single big fraction: 1/(x^2 - x - 2). Do you factor first or jump to partial fractions? Comment your answer. Solution drops later today. Save and share with a classmate. #MathGuySteve #Calculus #Integral #Algebra #PartialFractions #STEM #StudyTok"
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