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When you manipulate an inconsistent linear equation eventually you will end up with a false...

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Basic Math

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When you manipulate an inconsistent linear equation eventually you will end up with a false statement like 5 =9 or 7=2 or 0=-5. That is your signal that the equation has no solutions.Exercise #4: Manipulate each side of the following equations to determine if it has one solution,infinite solutions (is an identity), or no solutions (is inconsistent). You do not need to solve.(b) 2 (3m+1)+3(m+5)=4m+3(m+1)(a) 3(x+8) ?x+6=2(x+1) 2xt 22(c) 5(y-1)-(y-2)=2(2y+3)-9(d) 4(n+1)+2(n+3)=11n-(5n-2)

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