Prove That Cn) =nsh ツールがー

Q: 2. Prove: cot2x - csc²x = -1 %3D

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Q: Prove that. sin z =-i In (iz ± Ji-z2)

A: As per our guidelines we can solve only one question at a time. Please repost unsolved question…

Q: Use (3) from Section 5.4 to evaluate the integral. In 9 ex dx =

A: Integration of e^x is itself

Q: Compute Ax by dot product. 2 10 1 2 1 0 0 1 0 0 1 2 1 2 1 1 2

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Q: what happened to the 1(1-lambda) part in the first line

A: Given

Q: Show that, cosh-1 x = In (x + /x² – 1)|

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Q: Let 1-ff Sysin(r' dvdy . By reversing the order of integration of 1,

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Q: | In(vE + 5)dt

A: Given: I=∫lnt+5dt  ……1

Q: I show that A= Hermitian

A: As per bartleby guidelines, for more than one question, only 1st one is to be answered. Please…

Q: Use mathematical induction to prove Theorem 1 in Sec-

A: To prove that if b is an integer, where b>1, and n is a positive integer, then n can be expressed…

Q: Prove az - ae that d az dz

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Q: Compute Cov(X,Y)

A: Solution: From the given information, the joint distribution is

Q: Suppose csc(4) =2 where A terminates in QIV, and sec(B) = -3 where B terminates in QII

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Q: Prove that 1- coshx=In(x+ -x=In(x + Vx² -1 |

A: Since you have asked multiple question, as per our guidelines we are supposed to answer only one…

Q: Show that |1 - (x, + x,) - (x, + x,) X,*z = (x, – ,) (x, – y2) (x2- ,)(x2 - 2) 1 -(), + x2) 1 - (y,+…

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Q: : Does fcz) = Continuous af cis

A: We have to solve given problem:

Q: PROVE THESE PROCESS PLEASE!!

A: First, we will open the brackets and then simplify the…

Q: Compute In(z) dr.

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Q: Use (3) from Section 5.4 to evaluate the integral. '5 dy

A: We have to find given integral.

Q: Prove Theorem 11.3

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Q: どタ -e -at u Ct) = (a +jwjñ+!

A: To prove that tne-atut↔n!a+jwn+1 It is known that  ut=1 , t>0=0, t<0 Therefore,…

Q: 6) Prove mathematically that (1 grad = 0.9 deg) %3D

A: Since, this is a multiple question according to the Bartleby Answering rule, only first question is…

Q: bounded by + 22 %3D

A: z>0z=x2+y2z=1-x2-y2Intersection;x2+y2=1-x2-y2x2+y2=1-x2-y22x2+2y2=1x2+y2=12x2+y2=(12)2;  circle…

Q: Exercise.2 Prove that cos-1 z =- In(z ± Vz? – 1)

A: The given problem is to prove the given inverse complex trigonometric identity. cos-1(z)=1/j…

Q: Prove using the IVT. ex + In x = 0 has a solution.

A: IVT: If f is continuous on the closed interval [a, b], f(a) ≠ f(b) and k is any number between f(a)…

Q: Solve for DE: separable DE

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Q: Use linearization to approximate In(1.2).

A: we can use the following formula for approximate calculations: f(x)≈L(x)=f(a)+f′(a)(x−a). where the…

Q: Suppose csc(4) = 2 where A terminates in QIV, and sec(B) = -3 where B terminates in QII %3D

A: Given that                                     we have to find value of…

Q: Use linear approximation to approximate the value of In(0.83) two decimal places. In(0.83) ,

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Q: Riemann-integrable

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Q: is Flaiy)= integrahing an 2

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Q: Perform the multiplication on the differential operators

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Q: Prove that. 2/nJn-(n+2)Jne2 + (n+yjJney --- 3. end hence deduce that. 1xJn - (nti)Jnas -…

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Q: Prove that, cosh-'x = In |x + vx² – 1 for x 2 1 -기/

A: This question is based on Cosine hyperbola.

Q: Let f lany) prove that' flany) di f feren tiable I5 not point lo,0) .

A: Let the function be fx,y=xy Note:  [ We can say that f is differentiable at (a,b) if f is…

Q: 17. Use Theorem 4.7 to prove that Vx + 3 2 V3 + x/4 for

A: Let,

Q: What is the integrable form of dr? du u du

A: Given integral is:

Q: Evaluate the integral. dt 4 dt =

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Q: 8-JIE FCx²_ ye, y-z²) =• then Prove that + Xそ 2Z

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Q: Prove the

A: Follow the steps that I listed given below pitcher.

Q: Prove that (i) Res (tan z, r/2) = - 1

A: Here,we have to prove that Res(tanz,pi/2)=-1

Q: lime

A: The epsilon-delta definition of limits:   The limit of f(x) at x = c is L if for any ε>0 there's…

Q: Prove that JI = J [1 0 0] I = |0 1 0 Lo 0 -1 2 -31 J = 4 5 -6 %3D –7 8 -9 1.

A: Considering the matrix multiplication of J and I

Q: (2, Prove that Ž (Pn+ Pn+1) hr 9=U (y+1) 27-²8 (14+ 2x=-1) y

A: What is Legendre Polynomial: Legendre polynomials are a set of complete and orthogonal polynomials…

Q: Compute (2sin z -) ) da Show work but don't simplify.

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Q: Prove that fdr %3D dSxVf

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Q: what expressi on is equivaient to this. (n-a)!

A: n!(n-2)!+n=n×(n-1)×(n-2)!(n-2)!+n  [we use the idea of factorial]=n(n-1)+n=n2-n+n  [distribute n]=n2

Q: Prove that: • sin z =-i In (iz± Ji-z2) ban 근 =

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Q: Prove that 1- cosh -1 x= In(x+ Vx- -1 1 x+1 2- coth -In x-1 X = - Vi+x? .2 1 3- csch -1 x = In(-+

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Q: Show that lm Casy -1 CoSy-1

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