1. In-) 2. eln2+3lnx 3. e2x+lnx

Q: In(z,) – In(-V3 – 1) = -In(2) – 1

A: given the argument ∅ of the complex number -3-i as -5π6.and also the modulus of a complex number say…

Q: (Rって。) disconn. Conn. or

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Q: 2show that O (ir Yational numbers iihot hegigitale

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Q: Bin. 8in. 8 in.

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Q: -evoluate the istegaal Se -7

A: Evaluate the integral:  ∫-76e-0.25xdx=-10.25e-0.25x-76…

Q: How would I go about answering this question?

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Q: [0,1] is not countabe.

A: True statement Detailed explanation :-

Q: Let feC-2,2], fo-o. Prove that Max -2

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Q: 14. Vex – 1dx -In2 to

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Q: Integrate  sinnuelog(cosu) . Where n=744

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Q: 2. Is * commutative? If it is commutative, show it. Otherwise, give a counterexample.

A: Given, * a b c d e a a b c d e b b c a e c c c a b b a d b e b e d e d b a d c

Q: Provide solution from the given problem on Pigeonhole Principle. Problem: In a room of 499 people,…

A: The given problem is: In a room of 499 people, there exist two who share a birthday.

Q: х-у If z=x²sinh then дхду 4-

A: Find partial derivatives.

Q: 2, then the conju

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Q: - impleit = 16 in rivetive of = (1,1) ?

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Q: 3. 27 in UT 18 ST = VS = VT = *RT = 30

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Q: 81/ show that *if ve(Xジーズ) oif v=(

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Q: ist of at least one woman is

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Q: iton. 14

A: Concept: In sample surveys, under coverage occurs when not all the elements of the population are…

Q: AS ÜS fi LL UL 3 12 13 16

A: The following table shows the required calculations for the median. Class Frequency (f) cf 5-8…

Q: In 3 evdx 4. Jin2 Vx

A: We have to evaluate ∫ln 2ln 3exxdx

Q: 27T SES 22 sinlu) I+4cos²u dudv

A: Given integral is, ∫07∫02π22sinx 1+4cos2xdxdy

Q: 2. If 0 is in QIII then 180° < 0 < 270° and must be in since

A: 180°&lt;θ&lt;270°

Q: s coszy -sinzy)du

A: To find, ∫cos 2x - sin 2x2 dx

Q: #2. If fonel

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Q: 3. Show that Z, -

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Q: 2 Prove Ccos(n (ulx)] duc)

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Q: 4. Prove that, VR, -11-

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Q: how did the y' and 2y' apearred out of no where in line 7

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Q: . Show that sup{3 – 2 : n = 1,2, ...} = 3. %3D

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Q: iiion 125 correct to three

A: To find the approximation of (25)^1/3

Q: Evaluate /(, nedx x In(x)

A: Here we use integration by substitution.  Substitute.    ln(x)=u

Q: Compute Li(Ni – 2) dt O-4 0-2 None of these

A: Given, ∫-11t13-2dt We have to compute the integral.

Q: 3-In z dz zv16-In z

A: We have to evaluate the given integral…

Q: A postulate can be proven to be true using mathematical rules. O True O False

A: True.

Q: In 3 Colculate with out integre tien Ports

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Q: If det(A)=0, then:

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Q: Prove: ДАВС — ДCDA %23

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Q: 5. Demonstrate that Im(iz) = Re(z).

A: It is required to demonstrate the problem 5. Problem 5 is solved below in detail.

Q: -In 4 et dt Ve2t +9

A: Solution - We are given let y, y = ∫0ln4ete2t + 9dt…

Q: and y If a = -, then æ =

A: The value of angle is  α =-π3 To evaluate : the terminal point Px,y on unit circle.

Q: what is the value of in 1

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Q: у" + Зу' + 2у %3D sen e* 15.

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Q: Then (In (evz) +e VE) = %3D O True False

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Q: 18) rind fue indefinite inpagrel by ma uing tue Subs titel fion x=2Seco. af -de

A: The detailed solution is given below Thank you

Q: Tbe nath of ler rectanale is increasin IS

A: Given, x= 8 ft dx/dt= 3 ft/hr y=5 ft dy/dt= 0 ft/hr

Q: 1-,x9 In5 3et In2

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Q: 7 Write the quackatie fundion anose nertex b (-2,5) and wise 4-int is -1 in Staniald foron

A: The quadratic function has vertex -2,-5 and whose y-intercept is -1