1. If 22x+y = 4*-y-3 =1, then (x,y) is
(a) (-1,-2)
(b) (-1,2)
(c) (1,2)
d) (1,-2)
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Given 22x+y = 4x-y-3 = 1
22x+y = 22(x-y-3)
=
= 1
22x+y = 22x-2y—6
- = 2°
Comparing the powers of 2 on both sides
2x + y = 2x – 2y – 6= 0
3y = -6
y = -2y – 6
y = -2
2x+y=0=2x - 2 = 0
– =
X=1
So (x,y) = (1,-2)
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