(1, 1)
(–1, –5)
No Solutions
Infinitely Many Solutions
Well,
i) 3x - y = 2
ii) 6x - 2y = 4
ii) can be rewritten as (divide by 2):
3x - y = 2
There are infinitely many solutions to this, as the equations are the same.
As above, the two equations are the same
multiplying
will get you
6x-2y = 4
But I believe the actual definition you are looking for is Infinitely many solutions.
Both of them are the same, therefor it is impossible to find the answer with the substitution method
Thes equations are one and the same.
NO SOLUTION
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Answers & Comments
Verified answer
Well,
i) 3x - y = 2
ii) 6x - 2y = 4
ii) can be rewritten as (divide by 2):
3x - y = 2
There are infinitely many solutions to this, as the equations are the same.
As above, the two equations are the same
multiplying
3x - y = 2
will get you
6x-2y = 4
But I believe the actual definition you are looking for is Infinitely many solutions.
Both of them are the same, therefor it is impossible to find the answer with the substitution method
Thes equations are one and the same.
NO SOLUTION
NO SOLUTION