check graphically
whether the pair of
linear
equation x+3y
= 16
2x-3y = 12 is consistent. If so, solve
them graphically
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Answer:
Step-by-step explanation: ANSWER
x+3 y=16{transpose 16 to left hand side}
it becomes x+3 y-16=0{let this be equation 1}
similarly in the second case 2 x-3 y=12 transpose 12 to the left hand side . It becomes 2 x-3 y -12=0{let this be equation 2}.
from equation 1
a 1=1; b 2=3; c 2=-16
from equation 2
a 2=2; b 2=-3; c 2=-12
a 1/a 2; b 1/b 2;c 1/c 2
1/2;3/-3;-16/-12
here a 1/a 2 is not equal to b 1/b 2.
so the they are intersecting lines . therefore they are consistent lines.
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