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Simpson’s 1/3 Rule | ∫[0 to 3] 1/(4x + 5) dx | 7 Ordinates | VTU 2nd Sem PYQ Solved

Evaluate the Integral (x+4)/(x^2 +2x +5) dx.

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∫f(x) dx [0,10] = 7 then ∫(f(x)+1) dx [0,10] = ? UK AQA A-Level, June 2020. (Question 1, Paper 3).

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∫√(x² + x + 5)- √(x² - 7x + 17) dx [0, 3]. The easiest solution for this integration problem?

By Simpson's 1/3rd rule find integral of 1/(4x+5) dx range is 10.Find an approximate value of log5

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Integrate | -16x^3(-4x^4-1)^-5 dx; u=-4x^4-1

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