Let's simplify each expression to see which ones simplify to 0:
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8g – 8g \[ 8g - 8g = 0 \]
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(–2g) – 2g \[ -2g - 2g = -4g \quad (\text{does not simplify to } 0) \]
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5g + (–5g) \[ 5g - 5g = 0 \]
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One-half g + one-half g \[ \frac{1}{2}g + \frac{1}{2}g = g \quad (\text{does not simplify to } 0) \]
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Negative two-thirds g + two-thirds g \[ -\frac{2}{3}g + \frac{2}{3}g = 0 \]
From the analysis, the expressions that simplify to 0 are:
- \(8g - 8g\)
- \(5g + (-5g)\)
- \(-\frac{2}{3}g + \frac{2}{3}g\)
So, the expressions that simplify to 0 are:
- \(8g – 8g\)
- \(5g + (–5g)\)
- Negative two-thirds g + two-thirds g