No solution, one solution, or infinitely many solutions?

Rollback to Solution.

One Solution

A one solution equation has one value for a variable in an equation.

$x=\langle x\rangle$

Example

$2(x+5)=4x-6$

$x=8$

No Solution

A no solution equation will not have a variable in the end comparison. In the end, there is an unequal comparison.

Example

$3(2x-4)=6x+5$

$-12\langle =,\neq \rangle 5$

Infinitely Many Solutions

An infinitely many solution will not have a variable at the end comparison. In the end, the solution will have the same number on both sides.

Example

$5(x-3)+x=3(2x-5)$

$-15=-15$

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• No solution, one solution, or infinitely many solutions?