QUESTION S The dertatve of Fox) - x' at the pore 27) -27 o r'3) - Lin X-3 (3+n)-27 r"3) - Lin O Boch the other two annwers are correct t

Q: The second question: very result 1- L xcos(y)dydx located in the first quarter x- 2x+ y = 0 where…

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Q: 23. 2 sin e = 2 sin 20 = sine = sin 20 sine = 2 sin e cos e sine - 2 sin e cos e = 0 (sin 8)(1 –…

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Q: 5. Lis the centroid of ANOM. Find ML if ML = 10x- 4 and MR=12x+18. M N. R.

A: Given that :- L is the centroid of NOM   ML = 10x - 4 and Mr = 12x + 18 To find :- ML  By the…

Q: Describle Newton- Raphson Me thod and Find JTa to five placos of cecimal by Newton-Raphson method ,…

A: The Newton Raphson method finds the root of fx=0. First we need to find an interval in which the…

Q: An unevenly heated metal plate has temperature T(r, y) in degrees Celsius at a point (r, y). If T(2,…

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Q: r = 1- cose circle rose inner loop cardioid dimpled convex spiral lompio oato

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Q: An object with weight W is dragged along a horizontal plane by a force acting along arope attached…

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Q: 2. (a) Use Pythagoras' theorem to find the length of the line segment y = 2x from (1, 2) to (2, 4).…

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Q: O Evaluate Saxsin@8A the ufper 28sin@dA where R is the Card ioid the parabola the inside half 8= 2a…

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Q: the pointS A 2) and P= (3, 1) in the coordir act answer (not a decimal approximation). 10 8十…

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Q: 10. Use Green's theorem to evaluate fcF·dr where F(z, y) = C is the triangle from (0,0) to (2,0) to…

A: Using Green's Theorem to evaluate ∮CF.drwhere F(x,y)=y2cosx,x2+2ysinxwhere C is the triangle from…

Q: 18) (uoe Disk Method) Find the voleime of the senerated by revoluing the region bounded bay the…

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Q: Find the areas of the regions . 1. Inside the oval limaçon r = 4 + 2 cos u 2. Inside the cardioid r…

A: Replace the variable u with θ The area inside the oval limaçon is given as, Where, a=0 and b=2π…

Q: AB and AC are tangent to circle Q whose radius is 1 unit. В A 5. Find x if AB=2x² + 2x+1 and AC…

A: Solving the 1st given question Given: AB, AC are tangent to circle Q of radius 1 unit

Q: can you help me step by step please

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Q: 4. A 5-nC point charge is located at (-2,1,3) in free space. Find (a) E at the origin (b) E at point…

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Q: Question 2. a) Find iutegra l Jo cosxdx uling th w compacte Simpson's rule with N=2 correct to four…

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Q: DW Test:   Given DW=0.54, what is rho (hat)?

A: Given data DW = 0.54

Q: Question No.o9 : What is the greatest Yate of, increase of the functim U= xjz² at the pont (1,0,3)?…

A: To find the greatest rate of increase of a function at the given point.

Q: Using trapezoidal, and 3/8 simpson's rule ⌠13 (1.2x3 + 0.3x2 - 2)dx

A: Given that, ∫131.2 x30.3 x2-2 dx is the function we have to solve it by using the trapezoidal and…

Q: Question: Discuss the Singulortdier and Poles of Zěsinz fr2)=

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Q: Arc Length, x=1/2(e^y+e^-y) from y=-1 to y=1

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Q: . A possible initial strip (xo, Yos Zo, Po 90) for the Cauchy problem pq = 1 %3D dz p = -, q = dz…

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Q: Complex Analysis

A: to test the function u(x,y) for harmonic condition, and if so,find its harmonic conjugate v

Q: Date If y- L then Show Hhat axtb (-1)" ny a" %3D

A: As per our guidelines I am solving only first question please resubmit other question.  A) y = 1ax+b…

Q: Determine the area of the right half of the cardioid formed by r = 7+6 sin 0 14 12 10 8 6 2 -2 -4…

A: Explained below

Q: Constder the initral value problem 2. b-) y(0) =1 %3D What can ou say about the existence and…

A: Given that -xy'=ey+1-xdydx=ey+1dyey+1=dx-x∫dyey+1=∫dx-x∫e-y+1dy=∫dx-x   →1Put…

Q: With a curve 56 3 17 x² + y = 6, y = x, y = -2 and x = -2. . Determine its area.

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Q: cot z• 2z dz In sen z' + c 33. cot x' dz %3D 1/2

A: see below the answer

Q: Find oveslapping Over of two equations also give ts alea geometoical representation. 2. (v-fr)-1…

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Q: roblems ) Prove that the Point P(1,-1) is e minimum Point of the curve y=lnx (2) Find J み -リニx(lue)…

A: Explanation of the solution is given below...

Q: A particle is traveling along a circualr path defined by x^2 + y^2 = 4, where x and y are measured…

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Q: 13. Consider a rectangular pyramid with sides a, b, and height hh In the beginning we have a = 1, b…

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Q: Can you prove that: the right side = the lift side, please? cosh(x-y)=cosh x cosh y-sinh x sinh y

A: To prove: The identity coshx-y=coshx·coshy-sinhx·sinhy. Formula used: Hyperbolic function:…

Q: Theorem-e Caley-Hemiltion)let Arxz motrix OAntra +detA=0 tet Azximufrix

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Q: 2. (у — х + ауcot x) dx + zdy — 0

A: Solve as linear differential equation

Q: (3) Find The selution of the intigl ualue problem ts =y+ 3 Vy?+E, yle) =0 yl-e) 3,-2 %3D of the…

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Q: cosh(2z) Integrate counterclockwise around the circle |z| = 8. 25 cosh(2z) dz 25

A: using cauchy residue theorem....

Q: 1. Triangle XYZ can be taken to triangle X'Y'Z' using rigid motions and a dilation. Write three…

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Q: 3. Lapluce of lunction fct)_is givan by -Fes)-S Pct) d. 6-F4) - C) et dt C. -00 SA

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Q: and boundary conditions suitable for Solving the The initi al that ore wave eq uations are : A)…

A: We know that wave equation utt=c2uxx, 0<x<L,t>0 To solve the wave equation the suitable…

Q: (a) Evaluate L(z+ 2y)dz + (x² – y²)dy where C is the line segment C1 from (0,0) to (1,0) followed by…

A: The line integral ∫CPdx+Qdy involves the integration over a specific path C. In this problem the…

Q: 2 A(8,8,, Bl5, t, 6}, C(3,5, find eosentiontthe tine CD where th point D on the tine AB and the tive…

A: given points are                                                 A(2, 3, 1), B(5, 2, 6), C(3, 5, 5)…

Q: 4) Use Laplace tranform to soluve ost<. y+y=76), cwhere fc) = Scosat, tzĘ こ

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Q: on Describe the hans formation that occur. Y = √₂ for each of the following. = √₂+3, y = √₂-Y,…

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Q: particular solletion e 18e se +tuish =ht, h-

A: We will find out the required solution.

Q: 2K-tarメ %3D The Extreme of the turcrion tcx = 2x-toanx absolute Extrema [-1っ3,1? 2. on the interva!

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Q: 8. Identify the first step to finding the incenter of AJKL using the paper folding method. K L…

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Q: 4. Region bounded by y = x2, x=O and y=15, rotated about the y-axis

A: Volume of revolution

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.