evaluate the integral of coshx cosx by integration by part method

∫ arc(tan4x) dx using integration by parts method

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evaluate the integral of coshx cosx by integration by part method Take the given integral as I
integration formulatake cosx as the second function and apply integration by parts simplify and then apply integration by parts again simplify to get I on the RHS. Solve for I. ------------------------------------------------problem2∫ arc(tan4x)
using integration by parts∫take 1 as the second function and apply integration by parts use substitution method for the second integral or adjust the numerator and directly use [f'(x)
/ f(x)] dx = log [f(x)] + Csome problems from integral calculus * Integrate
e^{x^(1/3)}dx* evaluate
integral of [e^(-x) +1] ^2* evaluate
∫ (sin 3x)^4 dx
with limits 0 to
pi* evaluate
the integral of sqrt(tan x)* evaluate
integral of { sqrt{1+(x^2)}
} / {x^2}
using
integration by parts* ∫
sec³x dx
using integration by parts* integral
of (e^(ax) ) cosbx
using integration by partsArea using integral* evaluate
the area of an ellipse (x²
/a²) + (y²/b²) =1 using
integration* find the area between y² = x and x² =y * find
the area bounded b y =x²
and y = 3xother questions and problems: * integral
calculus integration formula---------------------------------------------------------------------------------------------- trigonometric
identity and ratio of certain standard angles* list
of differentiation formula
*integral
calculus integration formula--------------------------------------------------------------------------------------- |

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