sech Vt tanh V dt Vi

Q: tant dt 9,

A: To find the given integral ,use the substitution u=tan t .

Q: Find dy/dx by implicit differentiation. cot(y) = 6x – 7y 6. dy/dx = csc- (y) – 7 2 CSC

A: The given equation is: cot(y)=6x-7y

Q: integral i

A:

Q: sech Vt tanh Vĩi dt Vi Q5:B/ Find

A: First I have used the substitution so that integral become easy and then solved them.I have used C…

Q: -jwt dt ーの 2. 70

A: We have to solve given problem:

Q: a.) [ sec²(t − 1) dt b.) 2 √t c.) [ sin(Int)

A:

Q: dx + 3tx = t4 Int+1, dt 2. t2. %3D

A:

Q: dt dy 글 + 1y dt

A:

Q: Evaluate the integrals in Exercises

A: Note: Since you have asked multiple question, we will solve the first question for you. If you want…

Q: sin y dy dx

A:

Q: Resolver por transformada de laplace  Y"+4y=cosx.  Y(0)=1  y'(0)=1

A:

Q: Ue fe Einemial Theorem to ine tre coeficit ofnthe eparsion of ir+ 31

A:

Q: et secydx + sinydy = 0

A:

Q: 3. S sec z tan z dz 2 2

A: Given: 3.∫sec23z tan23zdz

Q: soluti ly +y Ix

A:

Q: tan y dy + In (secy) In (6)sec® de

A: Given data:     The given integral is: . The given integral can be written as, Assume Let…

Q: 6- y" + 4y = cot(t)

A: Given:        y''+4y=cott        4yt+d2dt2yt=cott The differential has the form        y''+py'+qy=s…

Q: 」enr一2) dz csc (4r – z) dz dz dz 17. 2 V1 – sen 2z V1 – cos (4- – 2z) In | csc (4- – z) – cot (†7 –…

A: Integrate as general

Q: az dz Calculate using implicit differentiation. Leave your answe and dy in terms of a, y, and z. x°…

A: We have to find

Q: find dy/dx

A:

Q: Ex: Siny dydx

A:

Q: Differentiate dy- dy

A:

Q: dz %3D dt

A: Given that: z3=x3+y2, dxdt=2, dydt=1 and z>0.

Q: Original Integral Vx dx x xp,

A: Given function is x4

Q: sinh (u+v)=sinhycoshr+ coshuxsinhv

A: Use hyperbolic function

Q: sech? dx 1- sech Vĩ tanh Vi dt Vi 2-

A:

Q: 1. S ( cos(2x-1) dx (Integration by Parts) et

A:

Q: sin(6y) sin(8y) dy.

A: Topic - integration

Q: d sec z = sec z tan z dz

A: The function is a rule that associates or fixes a number to the particular point z . If , then the…

Q: dx wherein x(2) = 4 り dy

A:

Q: y'' + 3y' + 2y = sin ex

A:

Q: Verify the integration formulas in Exercise

A:

Q: sin(y*) dy dx

A: the limit of x is  the limit of y is

Q: (3 sin y – 5x)dx + 2x² cot y dy = 0

A:

Q: dt 1 . sec t

A: Given integral is ∫dt1−sect The expression 11−sect can be written as follows 11−sect=sect1−sect+1…

Q: sin y cos(cos y)dy

A: We have to evaluate the integral: ∫sin y coscos ydy In this case we will use substitution method. So…

Q: dy BY IMPLICIT DIFFERENTIATION: 9x dx 1. FIND %3D secy

A: We have to find dydx by implicit differentiation: 9x=sec y We know the formula of differentiation,…

Q: EVaLuateAt W= X X=cos't Y=cost sin

A:

Q: cos(xt) cos (sin(at)) dt D. tan x dx =

A: The question is taken from the calculus in which we have to find the value of the given integral, We…

Q: CoSx b) F(x) = Int dt

A:

Q: Iterated integrais. 3. ( ye* dx dy Jo Jo

A:

Q: integral arctan4t dt

A:

Q: 3 ( tann cax) sech' cax) dx Iet v = +anh Cax) = 2 sech cax) dx dx = du 2 sech' cax ) u sech ca* ) du…

A: We  calculate it by using only  calculator. Where we put value of tan(6) as value of tanh(6) and…

Q: S(cscz cot z + 8z")dz O secz +z +c sec z+z+c O - sinz +z +c O cscz + z +c - csc z +z° +c

A: We will integrate the given function by using the formula of basic integrable functions.

Q: sinx2 dy Find dt

A:

Q: 7. dx * = + 2 dy Lal

A:

Q: Uje differential to estimate V32.02 correct to 4 decimai places.

A: Given : 5√(32.02)

Q: Jax dix x²

A: To evaluate the given integral.∫ln xx2 dx

Q: Find the length of the curve y= ln sec x, Oln OIn 2+y3 V3 OIn 2+/3 OIn V3 2-V3

A:

Q: dy +Hanx Siny = I Cos y die

A: