निम्नलिखित समीकरणों को आव्यूह विधि द्वारा हल कीजिए:
`{:(2x+3y+10z=4),(4x-6y+5z=1),(6x+9y-20z=2.):}`

Using matrices solve the following system of linear equations: {(2x+3y+10z=4),(4x-6y+5z=1),(6x+9y-20z=2):}.

Using matrices solve the following system of linear equations: {(2x+3y+10z=4),(4x-6y+5z=1),(6x+9y-20z=2):}.

6x-9y-20z=-4 4x-15y+10z=-1 2x-3y-5z=-1

Solve the system of equations: 2/x+3/y+10/z = 4, 4/x-6/y+5/z = 1, 6/x+9/y-20/z = 2

Solve the system of equations 2/x+3/y+(10)/z=4 , 4/x-6/y+5/z=1 , 6/x+9/y-(20)/z=2

2x-y+z=6,x+2y+3z=3,3x+y-z=4

Solve the system of equations 2/x+3/y+10/z=4,4/x-6/y+5/z=1,6/x+9/y-20/z=2 by Gauss Jordan method.

Solve by matrix method (2/x) + (3/y) + (10/z) =4, (4/x) - (6/y) + (5/z) =1 , (6/x) + (9/y) - (20/z) =2 and x,y, z != 0

Solve : (2)/(x)+(3)/(y)+(10)/(z)=4,(4)/(x)-(6)/(y)+(5)/(z)=1, (6)/(x)+(9)/(y)-(20)/(z)=2