Solve the following equations by Cramer’s method.

Let,
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⇒ 3x + 3y – 24 = 2x + 4y – 28
⇒ x – y = –4 …(1)
Also,
Let ![]()
⇒ 4x + 8y – 56 = 9x – 3y
⇒ 5x –11y = – 56 …(2)
Hence the two equations are:
x – y = –4 …(1)
5x – 11y = – 56 …(2)
Now,
![]()
⇒ D = (–11 -(- 5)) = -6
Also, ![]()
Dx = 44 - 56 = -12
And,
![]()
⇒ Dy = –56 + 20 = – 36
Now, 
And, 
Hence, (2, 6) is the solution
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