Min P = 4x+10y Subject to: 2.x+6y2 24 4x+2y 218

Q: E = (2ry y2). C: r(t) = (9 – t2 t) 0<t< 3

A:

Q: 1-r-y C * (r* + y° +:')}dzdydx 14

A:

Q: (3y+ 5)° S 153° (2y - 7)° P mZQ= mZP = MZQRP =

A: Use exterior angle and straight angle

Q: r4 & 2Vz& /4z=x? 2. JJJO & 0 & 0 Jo & 0 & 0 S dydxdz

A:

Q: 2 STT «²-2y+xz) dydzdx= -2°1 .A 27 4 .B 17 4 .C 17 4 .D 27 4

A:

Q: Evaluste for 2: 0SIS1,0Sy s3. dr dy .

A: The sum rule of exponent states that ap+q=ap·aq. Use the sum rule of exponent to simplify the…

Q: ve for y esec(4y²-6y+14) = 3x + 1

A: We have to solve for y of the given equation

Q: dy + 3x?y = 6x? dx y = 2 + Ce*³ y = 3 + Ce-x³ Option 1 Option 2 y = 3 + Ce*3 y = 2 + Ce-x³ Option 3…

A:

Q: Uindaterraind coefdicients y" t 4ytuy = (3+x)e"; yro)=2, y'6) =5 %3D

A:

Q: V. Y 4.r° W 5x° •X Question 2 of 13

A: Explanation and solutions is given below....

Q: Solve y"+16y=17e^x, y(0)= 6. y '(0) = -2

A: Given differential equation is                                                  y''+16y=17ex and…

Q: If t²y" – ty – y = 0 ,y(1) = 3 and y'(1) = -1, then y(4) = . . . %3D

A: Given differential equation, t2y''-12ty'-y=0,y1=3,y'1=-1 Find the value of y4.

Q: Min Z=2X,+ X2 S.t X,+3X2 >,30 -4X1-2X2 S-40 4X,-2X2

A: See the attachment

Q: ) Max z = 2x 75y Subject to: 2× + 9 y 4 10 3X ty E 12

A:

Q: 1. If y? = 10x , then dx2 d²y 5x А. 2ху 2y 5ху С. D. 2x 2 B.

A:

Q: Calculate fx(l, 3) and /y(l, 3) for f (x, y) =

A: Given: fx,y=7x+y2

Q: Solve:  − w + 2x − 3y + z = − 8− w + x + y − z = − 4w + x + y + z = 22− w + x − y − z = − 14

A:

Q: Find YZ and XY. Y -19 0. 6.4 15.4

A:

Q: y ce + 3r O y'+6y 2t (t+ 1) O y'+2y = / (1+ 6) 3. y'-2y 61 (t- 1) O y'+ 2y = 61 (1 + 1)

A:

Q: y=(b+x?)' +(1+x')*( V3x² .2 +x -с) сos'(4х) у'— ?

A:

Q: 20+y dy 20-y -20

A:

Q: Maanze; Z こ5x +y Subject to Lラトーメ 5x +3y 575 X20,4? 0

A: Maximize Z=5x+y Subject to, x-y≤75x+3y≤75x≥0, y≥0 The graph is,

Q: Solve IVP: y'''+4y'=x, y''(0)=1; y'(0)=0.

A: Given : y'''+4y'=x

Q: 2x y" – 4y' + 4y = 8 – 2e² y(0) = 0, y (0) = 1. -

A:

Q: (b) dr dy - у — 1 x + y+3

A:

Q: Solve: y''' – 3y'' – 15y' + 125y = 0 - y(0) = 4, y'(0) = 13, у'"(0) — – 94 - y(t)

A:

Q: Solve y" + 10y' + 25y = 0, y(0) = 4, y'(0) = – 17 %3| y(t) =

A: We have to find the solution of differential equation.

Q: 2. y' -5y "t 4y'=6 yo). "() = 47 sol'u y"()=" y "C0)=23

A: We have to solve the given problem.

Q: 40 mz 0XT = mz TYÖ = Y mz X0Y =

A:

Q: 3)x=y=11 2x+v=19

A: Topic = Equations

Q: dy + 3x?y = 6x? dx y = 2 + Ce*3 y = 3 + Ce-x³ Option 1 Option 2 y = 3+ Ce* y = 2 + Ce-x³

A: It is given that, dydx+3x2y=6x2   It is known that whenever we have differential equation in 2…

Q: (x 2 0, y 20 3x + 4y s 12 (x + 2y 2 2

A: In the given question we have to find the region for which x and y which are grater than or equal to…

Q: If x?y + 3y4 = xtan(y) + 2x d²y Find the value of dx²*

A:

Q: s 130 ys 170 y 2 0 V V N N + +

A: the linear programming problem is as follows  maximise z = 2x+1.25y subject to…

Q: y′=(3x2−ex)/(2y−5),y(0)

A: Given,

Q: 6. ARST AYSZ; find YZ 40 Y 2x + 2 R Зх - 7 T 15

A: Given data: ∆RST~∆YSZ The length of ST=40. The length of ZT=5. The length of YZ=2x+2 The length of…

Q: Solve : y = xy y(x2 + c) + 2 = 0 y(x² + c) – 2 = 0 Option 1 Option 2 (x2 + c) + 2 = 0 У(а + с) — 2…

A: Given,                y' = xy²

Q: 4y2 – 7y – 12 dy 17. \ y + 2)(y – 3)

A:

Q: ·S- Find y dy Vy+2 using the substitutionu +5=√√y+2. A √y + 2 − 5 ) ( 5 √√y + 2 + y +24) + C (В…

A:

Q: 4t^2y"+8 ty'+y=0, y(1)=-1 and y'(1)= 3

A: We have to solve the following Cauchy Euler differential equation: 4t2y''+8ty'+y=0. The initial…

Q: Solve y''+ 3y' – 10y = 0, y(0) = - 6, y'(0) = y(t) =

A:

Q: -2 2 /y + 2 dy + √ ² [√y+2_y] dy

A:

Q: dxdy (wher W 0, y 2 0) is

A:

Q: Solve: y'''−5y''+33y'−29y=0 y(0)=−1,  y'(0)=−18,  y''(0)=−17 y(t)=

A:

Q: Solve y′′+ 6y′+ 9y = u_3(t), y(0) = 1, y′(0) = 2

A: Given differential equation is y''+6y'+9y=u3t and y0=1, y'0=2 We have to find the solution of the…

Q: P(x, y) = 68+8x-3y; subject to: x20 3x+2y < 44 x<3y y22

A:

Q: If x?y + 3y4 = xtan(y) + 2x d²y Find the value of dx2'

A:

Q: 9. ydx - 4xdy = y'dy; y(4) = 1 Ans: -y²=

A:

Q: 1 y dy Sza 3 (a²-y²)²

A: