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Solve the system of equations by elimination: 12x-10y=0 -6x+5y=2
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again, there is no solution
Why? or How
u end up with 4=0
notice the slope. they are the same
Will you show me the work please?
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12x-10y =0 can be re rewritten as (dividing by 2 on both sides) 6x-5y = 0 (multiply by -1 on both sides) or -6x+5y = 0
so your two equations are -6x+5y =0 ------>1 -6x+5y =2 ------->2 subtract 2 from 1 0 =-2 this is nonsensical so this has no solution.
Thanks
What about 4x-6y=20 2x-3y=10
this = 0?
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they are the same line. they have infinitely many solutions
So? what do i write
infinitely many solutions
6x-5y=0 --- 6x=5y --- x=5y/6 -6x+5y=2 -- (-6(5y/6)) + 5y =2 --- -5y +5y=2 --- 0=2
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