Solve -2x + 3x - 1 = -2 using the quadratic formula round the solution to the nearest hundredths enter the smaller solution first x = x =

Answer 1

The equation given is \(-2x + 3x - 1 = -2\). First, we simplify it:

Combine like terms: \[ (-2x + 3x) - 1 = -2 \] This simplifies to: \[ x - 1 = -2 \]

Next, we isolate \(x\): \[ x = -2 + 1 \] \[ x = -1 \]

Since this is a linear equation, we do not need to use the quadratic formula. The solution is \(x = -1\).

If there were a quadratic term in the equation, you would use the quadratic formula. However, as it stands, the solution is simply:

\[ x = -1 \]

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