Directon. tanx 6. Oy= (sinx) Fan a ANS: AN

Q: e sinh 2x dx

A: The given integral,       ∫e-xsinh(2x) dx

Q: 15 9. 12

A: Given that MP=12 , MN=9 and NP=15 find sinP from the right triangle

Q: dy ť tan X cseX

A: Given that  y=tanx.cscx

Q: Sese! Xp X,>

A:

Q: 34. w/4 sec 0 tan 0 de

A:

Q: 1. S(1+ tanx)?dx

A:

Q: Evaluate S sinh x cosh x dx by letting u=cosh x

A:

Q: y/+ycotx =coso

A:

Q: 1 Integrate | tanhx dx

A:

Q: 1. L{t²sinwt}

A: As we know from the property of the Laplace transform. Ltnft=-1ndndsnLft And Lsinat=as2+a2 Given:…

Q: dv -x +z=lz N

A: Given :dvdz=e-xz

Q: Find dy /dx fors catx y-(tanx) +Ccata) (cotA) tanx

A: We use Logarithmic properties and differentiation

Q: In(xy)+8x =35

A:

Q: Scot³ x ( cz) ¹4 dx sec x tan x 5.

A: Follow the procedure given below.

Q: S Arctan2x dx

A: This is to be solved by the technique called integration by parts

Q: da Vx(1+ x) 1. 8.

A:

Q: Sinx lim Ş Vtgt dt 2+0 tgx S Vsint dt

A:

Q: 49. Differentiate y = cosh²4x a. 4(sinh 8x) b. 12(sinh 8x) c. 8(sinh 8x) d. 2(sinh 4x)

A: