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Q: 2|x~ Bin (wa) X~ TI (Q) = -IN 0 QE [011] you should Find posteria 8201 other wise

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Q: 35 Find the extrem poinbs of Pcxy)=xy Subject to X+y=20.

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Q: d) Using Demoivre's theorem, show that, if z = e“, then i(:-" - ") sin no = ne N+ 2

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Q: 5. (6 + 15i ) 3

A: this is a problem of complex analysis.

Q: Grien V=In (xity?) show that dye

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Q: appropriate method, beginning with th Bxy' = 6y + 3x¹cos² (²), y

A: Given: 3xy'=6y+3x4cos2(yx),y(2)=0

Q: AU (Bn C))° = (c U Bº)n A°

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Q: 2 2 Calculate the length of the astroid of x +y = 5. s =

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Q: . Eualuati losh (12)d2 uhere. C di the Ciscube. lel=2

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Q: Prove thiat dx Ś (areten()) ) = し 4+X

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Q: 9 IP A,Be Mnl(R) with A being nou-singular, show that (A-B) A-! CA+B) = (A+B) A! CA-B) %3D

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Q: 13. the , xydA, where ySxsy?}

A: First I have set the limiting double integral from given information and then solved it .Final…

Q: For A C Cmxn, n=dim(R(A))+dim(N(A)).

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Q: 7) In AXYZ, mLY 80, XY = 14, and XZ 17. To the nearest tenth, what is mLZ? %3D

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Q: for tE{0,, 2, ..a} Consider td differrnce equirim

A: For the given difference equation xt+3+4xt+2+xt+!+6xt=16 We need to find the general solution

Q: In (R, T), if A = R – {,:ne N} then Int(A) %3D 0 (-00, 1) O A • (-0,0) Clear my choice

A: The interior  of A is the set of all interior points of A.

Q: o Consider the differen tial eguation :- dy + y tanx then y ) = ?

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Q: When using Simpson's rule we must having two distinct point Select one: O True O False

A: Simpson's rule is used to calculate the value of definite integral by approximating area of the cure…

Q: The special : to the equ gA (D'+1)y(x) = tan(x) %3D

A: Introduction: A differential equation is an equation that contains the derivative of an unknown…

Q: 3. Prove the pythagorean Theorem

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Q: (6) If u, =*-!P«(x)Pn -1(x) dx, show that nu, + (n – 1)n-1 = 2, %3D and hence evaluate u„.

A: Given un=∫-11x-1PnxPn-1xdx

Q: QUESTION The minimum value of n required to approximate xedx by composite Trapezoidal rule with an…

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Q: What is tanh (Ei) O V3 V3i O 13

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Q: So" (8 + 4 co entage error in nu n the Trapezoida

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Q: If u= In x, then 1- (In x)2 dx=?

A: Find your answer below

Q: Inand consicr HeLines (tn) venfy Al-5,-6) isapoint of (d) 2) prme Hat (4,)-b de] 3) Cans tract (d1)…

A: Since your question contains multipart, we solve only 1,2,3. If you need any particular question…

Q: (4+38)-(9 -J2) Rectangular ?

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Q: Find the indico 6. 2. 3+ 2 1..2+4+8+ 27 t. 4. 3. 12, (4)"- n= %3D1 2.

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Q: 6. After the side JK is extended, what is the next step in constructing the orthocenter in AJKL? K

A: After the side JK is extended next step is:-

Q: 25 -x2 -dx, if we let u=/25 – x? , then udu =- xdx. In A) True B) False

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Q: 23. If exy = 3, then what is Y at the point (1, In3)? dx -In3 3ln3 In3 -4In3

A: Given:- exy = 3 To find:- dy/dx at point (1,ln3)

Q: 7) reflection across y =X (х,у)-(у.х)

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Q: J Ax) dx 11. 12. -3

A: 11) From 0 to 5 there is a trapezium and from 5 to 6 there is a triangle

Q: cos (o,+ O>)+ ì s:in (8,+Ə.)) Prove this kW- Mon 183O

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Q: Q:1. Separate mto real and tmaginary

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Q: -64- Eke n Calcul afe th udlue of Z.Z ?

A: according to company rule we answer only first question and rest can be reposted.

Q: If u In x, then 1-(In x)2 dx =?

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Q: fad the general solution of the dipferential equntion gven below.

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Q: a?u, a?u (c) = 0;0< x5 5,0 sys 10 əx² ду? subiect to

A: Given,     ∂2u∂x2+∂2u∂x2=0;      0≤x≤5,   0≤y≤10    ...(1)subject to      u(0, y)=u(5, y)=0; 0≤y≤10…

Q: - [Mesin(2x) dx = esin(2x) + C_then the Mis equal to +C,t

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Q: pes of animals are treated by at least on r. Scott, and Dr. Baker)?

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Q: If [ In(ax)dx = 3, then a %3D 1

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Q: P(x) 1 2 5 6 IRound to fonur darimal nlarae ae neerlad 4)

A: here use binomial distribution with parameter p = 0.7 and n =6 for binomial theorem ,…

Q: Sino = 3. To 0= 19.47 /-

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Q: Prove that S, pm (x)Pn(x)dx = 0 if m# n ? %3D

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Q: mith Exe:- Jk +3 - tyk+Z +ZYkxi +36Yx =1+2

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