test weather the equation X+Y=3and X-Y=1 are consistent
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Answer:
x - y = 8 , 3x - 3y = 16
x - y = 8 , 3x - 3y = 16a
x - y = 8 , 3x - 3y = 16a 2a 1= 3
31
31
31 ,
31 , b
31 , b 2
31 , b 2
31 , b 2
31 , b 2 b
31 , b 2 b 1
31 , b 2 b 1
31 , b 2 b 1
31 , b 2 b 1
31 , b 2 b 1 =
31 , b 2 b 1 = −3
31 , b 2 b 1 = −3−1
31 , b 2 b 1 = −3−1
31 , b 2 b 1 = −3−1 =
31 , b 2 b 1 = −3−1 = 3
31 , b 2 b 1 = −3−1 = 31
31 , b 2 b 1 = −3−1 = 31
31 , b 2 b 1 = −3−1 = 31
31 , b 2 b 1 = −3−1 = 31 c
31 , b 2 b 1 = −3−1 = 31 c 2
31 , b 2 b 1 = −3−1 = 31 c 2
31 , b 2 b 1 = −3−1 = 31 c 2
31 , b 2 b 1 = −3−1 = 31 c 2 c
31 , b 2 b 1 = −3−1 = 31 c 2 c 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 =
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 16
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 =
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 2
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 =
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2 c
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2 c 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2 c 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2 c 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2 c 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2 c 1
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2 c 1 ∴ the linear equation are consistent
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2 c 1 ∴ the linear equation are consistent ∴ They have infinity solutions.
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2 c 1 ∴ the linear equation are consistent ∴ They have infinity solutions.x y = 8 x +3y = 16
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2 c 1 ∴ the linear equation are consistent ∴ They have infinity solutions.x y = 8 x +3y = 16 x y (x ,y) x y (x,y)0
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2 c 1 ∴ the linear equation are consistent ∴ They have infinity solutions.x y = 8 x +3y = 16 x y (x ,y) x y (x,y)0 -8 (0,-8) 2 −
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2 c 1 ∴ the linear equation are consistent ∴ They have infinity solutions.x y = 8 x +3y = 16 x y (x ,y) x y (x,y)0 -8 (0,-8) 2 − 3
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2 c 1 ∴ the linear equation are consistent ∴ They have infinity solutions.x y = 8 x +3y = 16 x y (x ,y) x y (x,y)0 -8 (0,-8) 2 − 310
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2 c 1 ∴ the linear equation are consistent ∴ They have infinity solutions.x y = 8 x +3y = 16 x y (x ,y) x y (x,y)0 -8 (0,-8) 2 − 310
31 , b 2 b 1 = −3−1 = 31 c 2 c 1 = 168 = 21 ∴ a 2 a 1 = b 2 b 1 c 2 c 1 ∴ the linear equation are consistent ∴ They have infinity solutions.x y = 8 x +3y = 16 x y (x ,y) x y (x,y)0 -8 (0,-8) 2 − 310
