Find the values of x and y for the system of equations, x+y=2 and 3x−y=6 using Cramer's Rule.
Given system of equation can be written as [113−1][xy] = [26]
D=[113−1]=−4
D1=[216−1]=−8
D2=[1236]=0 ⇒x=D1D=−8−4=2 and
y=D2D=0−4=0
The system of linear equations x+y=0,x–y=0,z=0 will have
Find the values of x and y for the system of equations, x+y=2 and 3x−y=6 using Cramer's Rule.
The system of equations 4x -3y +12 =0 and 2x +3y -15 =0 has