(i) SS (x + y) dA, R: y = x³ and y = 4.

Q: 20 40 60 80 100 120 140 160 180 200 2 4 8. 16 32 64 128 256 512 1024

A: We can solve this using y= a* ebx formula to.calculate the mathematical model

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A: Using two sectant theorem,  ∠n=12x-y  Multiply both sides by 2. ⇒2n=x-y .....(1) Using intersecting…

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Q: (D-2D')? z =2x +y

A: In this question f(D,D')=(D-2D')2. To find the solution of the given partial differential equation…

Q: h.w: find Df, R1 y = Vx2 -6x + 8 %3D

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Q: 1. Convert the following difference equation into a first-order form: Yt = Yt-1 + 2yt-2(Yt-3 – 1)

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Q: Find d²y/dx² for the following equatio: f) x2/3 + y2/3 = 1 g) x³ + y4 = 16

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Q: Find the value of x that satisfies the following equation (2x – 5yi) + (y + xi) = 8-7i В. 4 А. 2 С.…

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Q: Find x and y AB = 4x+12, BC = 4+6y DC= 12x-60, AD= 3y %3D %3D %3D %3D B C A

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Q: y - y = x C. d. у +у — 7у — у + бу %3D 0 (4) y

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Q: xdy = (y - Vx² + y²) dx

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Q: 6. Find (x + 3y)dA where D = {(x, y) | æ² + y 0}

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Q: answer the ff

A: 2. Given the differential equation,                        (1+y2)dx+(1+x2)dy=0.

Q: Cx+9) tエde : 0

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Q: L V9 – x² dx

A: Given,          ∫039-x2dx

Q: Evaluate: = -13 [(x + 5y) dx dy -41

A: I = I = I =

Q: Calculate Sc(x + y) ds, where C is the rectangle formed by de x=0, x=4, y= -1 and y=1

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Q: Sx- y = 4 12x + y = 2 determine the point of intersection of:

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Q: d.r. , (- 1) 1,

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Q: dy y =V 2x + Vx; dx

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Q: // (3x + 4y)dA where Find D D = {(x, y) | x² + y² 0}

A: Given f(x,y) = 3x+4ydA =dxdyarea bounded by the region x2+y2≤4,x≥0. It is a semicircle in the left…

Q: Calculate the LOS of y = x² + 2x + 8 LOS is x = a is b is cis

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Q: Evaluate | (r + y)ds, c : x 3t, y = - 3t + 3, for 0 <t< 3.

A: Given: ∫C(x+y)ds, C: x=3t, y=-3t+3, for 0≤t≤3

Q: dzy dy +y

A: Given differential equation is : d2ydx2+dydx+y=0 The given equation can be written as , D2+D+1=0

Q: et A 2 and U = . Then A2017U is equal to

A: