d csc z = -csc z cot z dz

Q: at 20 mi/h. At w

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Q: csc³x dy = cot?y dx 2. when X =T

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Q: sinvw dw Vw M,

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Q: d (csc x) = -csc x cot x dx %3D

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Q: 5. dy + ye*dx = e*dx %3D

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Q: 3cot t-x y = cot +cot 5

A: Some derivative formulas: ddx(f(g(x)))=f'(g(x)).g'(x) ddx(cotx)=-cosec2x ddx(xn)=nxn-1 Given…

Q: im (csc x – cot x)

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Q: S(xcos?x + xsin?x)dx jt la

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Q: Cary)= x°cscx +secy Jsinx Cot y

A: Partial differentiation is a differentiation of a multivariate function with respect to only one of…

Q: 4 |cot x| csc? x dx 2 CsC 4

A: The given integral is ∫π43π4 cotxcsc2xdx.   It is evaluated as follows:   First, eliminate the…

Q: 3. (e* cot y + 2y csc y)y' = –e™

A: We Know that Integrating factor is defined as the function which is selected in order to solve the…

Q: If P(0) = what is the value of csc 0+ sec 0? %3D

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Q: 1 d?y X = 3 ; y = u3 + 3u dx?

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Q: (sinhz)(coth’z+csch*r)dz

A: Integration is done.

Q: 1.2e*cotydx + (1 + e*)csc?ydy = 0

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Q: 13. y'cosh? x = sin? y, y(0) = T in² y.

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Q: 6 tan1 d) dz 42] =O d. [9 csc1 2y =C e) dy d. f) da 5 cot-1 4gl

A: ddx(arc cosec(x))=-1xx2-1ddx(arc cot(x))=-11+x2 ddx(arc tan(x))=11+x2

Q: 2. cot2 x dx

A: Given- ∫cot2x dx To Find- The value of the above integral. Formula Used- cosec2θ=1+cot2θ

Q: ſcsch¯(1– x¯)dx

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Q: cot z dz

A: Cauchy goursat theorem: If a function f is analytic at all points in D and on a simple closed…

Q: d. csc h u = – csc h u.coth u. dx du dx

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Q: with y lo)o ol cnd y' lo)=o.l Uang the Rung Kutte methaod with se= o.001, Glve the equation for…

A: Hi! You have posted multiple questions. We will be solving only (a) as nothing is specified. If you…

Q: 3T/4 cot e) csc 2 e de T/4

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Q: L {t?cos t}.

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Q: (a) /(- cscr cot z – sin z) dæ: (b) | (x5 – 4x + 7)°(5xæª – 4) dx =

A: Solve it.

Q: 0= 315. e is located in quadrant O II O IV

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Q: Find integral.

A: To find: The integral of ∫ex·csc ex·cot ex dx. Formula used: Power rule of integration:…

Q: +00 L e-y° dy = VTJ aw

A: In the question we have to prove the integration of given function.

Q: e tan (e*) dx Vsec2 (e*) – 7

A:

Q: 17) csc 0 18) sec 0 315° V3 B) А) —1 B) C) D) 0 C) -V2

A: We know that sin(-thetha)=-sin thetha Cos(-thetha)=cos thetha

Q: T/2 / csc²x dx л/4 T/2 / (csc?x +o ´x + csc x cot x) dx T/2 csc x cot x dx

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Q: S(csc z cot z + 7x®)dr = - csc z+z + e O - csc z - +c O cot z+z7 +c O csc z +x7 +c CSC z - z +c

A: We will use integration to solve the given problem .Hence, first option is correct.

Q: Evalua COS [cas (VF) ². √t = √t

A: We have to integrate the given trigonometric term.

Q: Name a secant. K A D G О FE O DC EG O KG

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Q: T(4)I (3.5) dx st

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Q: S(cot?x + 2)dx = x - ?+ C

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Q: M tan? x dx

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

Q: 1) r = 8 sec 0 2) r csc 0 cot 0

A: We know that  X=rcosΘ Y= r sinΘ r² = x² + y²

Q: Calculate T; and M, for S, /x4 +9 dx. (Use decimal notation. Give your answers to five decimal…

A: For the trapezoidal rule,

Q: y' + y = cos(e*)

A: Let us consider the differential equation dydx+P(x)y=Q(x) The integrating factor is I.F.=e∫P(x)dx…

Q: 4 2 |cot x| csc? x dx 4

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Q: dr Find de r= 3 sec 0 csc0

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Q: y = ( cscx + cot x)13

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Q: J(csc r cot a + 4x)dr O cot a +r'+e CSC r CSC ++e cse r CSC +

A: Let's find.

Q: cot(x ) dx= In|csc(x)|+C dr

A: In this question we will use basic of calculus i.e concept of indefinite integration. Solution of…

Q: a. e-d'sin wt u(t) b. e acos ot и(() c. Pu(t)

A: Using the table of Laplace transformations, it can be written that:…

Q: of HJ ?

A: Two triangles are said to be similar if their corresponding angles are congruent and the…

Q: cot?Vx 3-S dx

A:

Q: e. 1 +i+?+

A: The collection of complex numbers represented on a plane. it is also known as arg and diagram. let…

Q: y csc 3y? cot 3y² dy

A: Given problem:- ∫ y csc(3y2) cot(3y2) dy