The integral   e cos log x dx  is equal to: (where C is a constant of integration)

Integral of cos(log x) dx

Evaluate : `int cos(logx)dx`

Q22 | Evaluate ∫cos⁡(log⁡x)dx | Integration of cos logx | Integral of cos logx | Integration by part

Q29 | ∫cos⁡(log⁡x)/x dx | Integral of cos⁡(log⁡x)/x dx | Integration of cos⁡(log⁡x)/x dx

evaluate integral cos(logx)/x dx

int(cos^(2) (log .x))/(x)dx | 12 | INTEGRATION | MATHS | NAGEEN PRAKASHAN ENGLISH | Doubtnut

DIFFERENTIAL EQUATIONS

Evaluate : int (cos (log x))/(x) dx | 12 | INTEGRATION | MATHS | NAGEEN PRAKASHAN ENGLISH | Dou...

`int (cos (log x))/(x)dx`

Integration of cos (logx)dx |Integration by Parts

Integrate ∫ [sin(log x) + cos(log x)] dx

Evaluate the integral : ∫ cos(logx) dx

Evaluate the following integrals : ∫[sin (log x)+cos (log x)] d x .

Evaluate : `int_(1)^(2) (cos (log x))/(x) dx `

` int _(1)^(3) (cos (logx))/(x) dx` is equal to

`int(e^(logx)+sinx).cos x dx=`

Integration 0 se π/2 Integration log cos x dx Most important question

Integrate : `int logx dx`

Integrate cos(log(x)) (short) #calculus #education #math #algebra #derivatives #integralcalculus