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is (2,4) a solution of 3x-y=2
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@H3LPN33DED
@King.Void.
To verify just take Left hand side of the equation, i.e. \(3x-y\). Put \((2,4)\) in place of \((x,y)\) respectively... So LHS = \(3(2)-(4) = 2\) Compare with Right Hand Side of your equation... Is it's also \(2\)? Yes it is. Hence (2, 4) satisfies the given equation. Congratulations... you did it! :)
it is right!
thanks guys
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np
i have another question
i suck at adding intergers
i meant adding fractions
44 over 56 + 67 over 78 divided by 78 over 187
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@jessie13
What are the choices
their arent any
oh i see!
ya im confused
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0.78577317604 this is what i got??!!!! Tell me if its right?
0.785 thx
your welcome!
what about my medal?
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