Solved: Find the area of the section of the hyperbola, Mathematics

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Find the area of the section of the hyperbola

Solve the below:

Integration by Partial Fractions

Q1. Differentiate:y=ln(secx+tanx)

Q2. Differentiate: y=1ln/2|(x²+2x+2)|-2arctan(x+1)+2ln|x+1|

Q3. Find the area of the section of the hyperbola x²/a²+y²/b²=1that is bounded by the curve and the line x=2a .

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Mathematics: Find the area of the section of the hyperbola

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Mathematics: Find the area of the section of the hyperbola

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