Solve simultaneously for x and y2 + y= -2x-2x2+ 8xy + 42= y

Q: Solve for x and y. (3x + 4yj)(3 – 4j) = (2 + 4j)

A: Given equation is: (3x + 4yj)(3 – 4j) = (2 + 4j) We have to solve for x and y. Now we see, (3x +…

Q: 2x – y + 2z = 3 x + 3y – z = 1 3x + 2y + z = 4 Solve to find the value of the variables

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Q: Solve for x and y.

A: We use multiplication operation on matrix and use equality of mattix

Q: Solve (2x – –10y°) +y=0

A: Given the differential equation          2x-10y3dydx+y=0

Q: Solve   (2/x)+(3/y)=13  ;  (5/x) - (4/y) = -2

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Q: Solve for y: x/4 + y/9 = 1

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Q: Solve for x. 1) 2) R I+6 x+6 x- 3 I + 2 Y 3x-8

A: Geometry

Q: Solve for y: 5(y-2) + 1 ≤ 7y + 8.

A: 5(y-2)+1≤7y+8 5y-10+1≤7y+8 5y-9≤7y+8

Q: -x + y + 3z = 0 x + 5y + z = 8

A: here i am providing sol.

Q: solve 3(x--4)=12x please go step by step

A: The equation is given by,

Q: Solve for x and y simultaneously: x-2y -3 and y320

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Q: Solve for X 0/4x 5х 3x R X S 2x, P.

A: We have given exterior angels of the Pentagon i.e.  4x,5x,x,2x, and 3x

Q: Solve by the method of substitution. 2. x+2y- 5= 0 4x +y- 6= 0 3. 2x+ 3y = 13 5х - 2y %3D 4 %3D 4x +…

A: 3x-2y-5=0    →14x+3y-52=0   →2 From equation (1), we get 2y=3x-5⇒y=123x-5 Now put y=123x-5 in…

Q: Solve for x. 2 2x + 56 I + 8 I + 3 r2 + 11r + 24 ||

A: Given :           xx+8+2x+3=2x+56x2+11x+24

Q: solve: y" - 3y" + 2y = e2x 1+ex

A: To solve the given differential equation :     y'''-3y''+2y=e2x1+ex We will use the method of…

Q: Solve for x and y. (3x + 4j)(4+ 3j) = 3e2)

A: NOTE: We’ll answer the first question since the exact one wasn’t specified. Please submit a new…

Q: Solve for x. X (12x-9)° 98 Y z 5x +37)° -> 3. 2.

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Q: Solve for x: 4x - 4xy +1-y = 0

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Q: Solve xyy'=1+y^2, for y=3 when x=1, or y(1)=3

A: The given differential equation with initial condition is: xyy'=1+y2 where y1=3.…

Q: Solve for the value of x. 1. 5x+1 = 52x-3 2. 73x-2 = 7-2x+8 3. 43x = 22x-8

A: Since you have asked a question with multiple parts in a single request we would be answering only…

Q: Solve (x-j2y) + (y-j3x) = 2+ j3

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Q: Solve by the substitution method: x + 2y = 0, (x - 1)2 + (y - 1)2 = 5.

A: Given:  x+2y=0                                          ....1x-12+y-12=5…

Q: solve for y. 4-y = 3y+2

A: To solve 4-y=3y+2

Q: Solve for y:  x = y2 - 1, y ≥ 0

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Q: Solve 4(a - 2x) = 5x +c/3for x.

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Q: solve by substitution y=1-3x 6x+2y=2

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Q: Solve for y" (2): y" - y = 0, y(0) = 12, y'(0) =

A: Differential equation and it's solution

Q: Solve by eliminating variables: x - 6y = -22, 2x + 4y - 3z = 29 and 3x - 2y + 5z = -17.

A: the equations are: x-6y=-222x+4y-3z=293x-2y+5z=-17 we have to solve the equations by eliminating the…

Q: Solve when x(0)=2 and y(0)=3

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Q: Solve for a: »2-a-x² (2-a²-y 4 dzdydx 15 %3D 0. a

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Q: Solve for x and y: x- 2y = 3 and 4x2 - 5xy = 3 - 6y

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Q: Solve for x and y if:2x + 3y = 5 and3x + 4y = 4

A: First we get the value of X from 2X+3Y=52X=5-3YX=(5-3Y)/2

Q: Solve the equation in the attached image:

A: Given,

Q: Solve (8) 2x2y′′+3xy′−y=0,x>0.

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Q: Solve x'y-5xy+13y-0

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Q: Solve for x  2x - y = (3/4) x+6

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Q: Solve by substitution: x + y = 1 -2x - y= 0

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Q: Solve for x and y. (3x + 4yj)(4 + 3j) = 3e2j

A: Given that, 3x+4yj4+3j=3e2j

Q: Solve 2ry" + (z+1)y+y=0 using y=

A: Series solution of a second order differential equation:

Q: Solve for x and y:3x + 2y = 16 and 7x + y = 19 (-2, 5) O (2,-5) O (2,-5) O (2, 5)

A: We solve this problem by elemination Method.

Q: SOLVE 2xyy' = 1 + y² w/ x = 2 and y = 3

A: Solve 2xyy'=1+y2 where x=2 , y=3   dydx=12xy+y22xy       = 12xy+y2xdydx-y2x=12xy-1

Q: Solve by the substitution method 3x + 2y = 4 and 2x + y = 1.

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Q: Solve y' = 8xy – 2x, y(0) y(x) =| 2.

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Q: Solve for x and y :  y +4= 3x2y − 6x = − 8

A: The given system of linear equations are,

Q: Solve   2y-3sqrt(y)+1=0

A: Obtain the solution of the given equation as follows.

Q: Solve for y' 4xy+ y² 2x2 –2y

A: The objective is to solve y'=4xy+y22x2-2y. The equation can be written as, -4x+yy+2x2-2yy2y'=0 The…

Q: Solve 9x - 22x+8=0, where (i) x e N(ii) x eQ

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Q: Solve for y: x = y2 - 1, y ≥ 0.

A: Given: x=y2-1, y≥0

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.