X+43 -2 16) %3D ,x=0

Q: 11x-20y=28  3x+4y=36

A:

Q: -2d+1=9

A:

Q: x=7, x2-2x+5=

A:

Q: 2x×4=6y

A: Given problem

Q: x- 5y = 5

A:

Q: 3x + 4y = 2  4x – 4y = 12

A: 3x+4y=2......(1)4x-4y=12.....(2)   On adding equation (1) by equation (2)...…

Q: 5x-2y=4 3x+y=9

A: Given,

Q: 6 - 7z + 5) dz Find Preview +C

A:

Q: 9x+4y=13 3x+5y=9

A:

Q: 5y-6=29-2y

A: First we add 2y to both sides

Q: 23) 9 &x + 10

A:

Q: x+4y=6,3y=12

A: Given,  x+4y=6 3y=12

Q: +-1--34 -4++-0

A:

Q: The Cayley-Hamilton Theorem provides a method for calculating powers of a matrix. For example, if A…

A: The characteristic equation of matrix A is |A-λI|=0.Simplify the equation.…

Q: If x > 4 and y > 4, then x + y > 8.

A: Since, we have been given that:-x>4 -(i)y>4 -(ii)Our Aim is to Prove that:- x+y>8

Q: 4=6/2x-3

A: Given query is to find the value of x.

Q: 3x - 4y = 1 3x-2y = -1

A: Denote the equations. 3x-4y=1            ...13x-2y=-1            ...2

Q: Rewrite the following in the form y=a(x-h)^2+k   Y=x^2+7x+10

A: Rewrite the equation in the form of y= a(x-h)2+k.

Q: If y=3 then -y2=

A: Given Here the objective is to find the value of M

Q: Differentiate.

A:

Q: 3x-4y=12

A: Rearranging the equation:

Q: Integrate X dx 1+ x²

A: Given, I=∫x51+x12dxOrI=∫x51+x62dx