Find the general solution to the given system. 5x1 +10x3 = 15 2x2 = -2 x1 X2 = Ex: 6-3x_2 Enter x1 as: x_1

Q: 2) folve 27 L1 J2-5 -2z -J3

A: solve2z+1-2z-3=2-i3

Q: -3x+y=-17 -x+y=-5 substitution method.

A: Solve the given equation

Q: -6x+2y+4x-y

A: Simplifying the equation. -6x + 2y + 4x - y  Combining the like terms -6x + 4x + 2y - y  -2x + y

Q: x² 6x + 3=0

A: solve  x2-6x+3=0

Q: 7x+2y-3x+4y

A:

Q: 11x – 2x + 15 = 8+7+ 9x %3D

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

Q: 6x-2(x-5)=22

A: 6x - 2(x-5) = 22 6x - 2x + 10 = 22 (6-2)x + 10 = 22 4x + 10 = 22

Q: 3x+24-2=3 ーZ -3x+2-22=3 2Z= 6x-38+z=D0

A:

Q: Determine whether (1,5) and (-2,3) are solution of y= -2x + 7

A:

Q: x=1-1+4x+y

A: Given equation,    x=1-1+4x+y Solving it to make reduced form,  x = 4x + y -3x = y

Q: 9x - 12 = 10x - 8

A: To solve: 9x-12=10x-8

Q: dx Vx-4x-7 S- -dy y2-8y+5

A: The given integrals are' 1)1/sqrt(x2-4x-7)  2)7/(y2-8y+5).

Q: find the value of x 2х - 8 x+2 2х- 5 x+1

A: Using segment relationship a×b=c×d.

Q: 2x + 4y + 6 + 2y - 5 + 3x =

A: Given 2x+4y+6+2y-5+3x=______

Q: x+2 xp- J +4x

A:

Q: write x2 + 3 as a linear combination of {x2 + 2x, x2 - 1, x + 2}, if possible.

A:

Q: Determine if (-6,9) is a solution of the system. 6x+y=-27 5x-y=-38

A: NOTE: Refresh your page if you can't see any equations. . given equations are

Q: 3x2 - 8x +4 = 0                        x = ?

A: A quadratic equation of the form ax2+bx+c=0 has roots -b±b2-4ac2a.

Q: 4x+y+2y

A: We can use normal algebra to solve this problem.

Q: Solve the system +4x5 -5x6 %3D x1 -2x2 -2x3 -T4 -5x5 -5x6 4 -2x2 +6x5 -7x6 12 +t +u +s 15 2.

A:

Q: -4x-y=-18 4x+5y=10 Use elimination method

A: We have to solve

Q: 3x y 2 -3

A:

Q: Sx(2x – 3)°dx

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

Q: 2x -5y= -1 3x + y= 7

A: The given equations are 2x – 5y = – 1 and 3x + y = 7.

Q: x=2+2y 3x-5=6y  solve system of equations

A: If (a1/a2) = (b1/b2) ≠ (c1/c2), then there will be no solution.   x - 2y = 2...(1) a1 = 1, b1 = -2,…

Q: 10x-2p-3x-1p

A:

Q: 4x(2x-3)=0

A: Here we have to find the value of x,  We have, 4x(2x-3)=0

Q: 2x-3x-5=0

A:

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

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

Q: Solve the system-of-equations for x. -9x + 21y = 97 13x + 15y = 8 x =

A: Given system of equation is −9x+21y=97.....113x+15y=8........2 We have to find the value of x. Solve…

Q: b. V3x -11= x+1 ,2

A: Solving on graph

Q: x + 10 + 2x = -5 – 2x – 30

A: