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It seems like you're presenting a set of expressions involving the variable \( g \). Here’s a summary of the expressions you've written:

1. \( 5g - 10 \): This expression represents a linear equation where 10 is subtracted from the product of 5 and \( g \).
2. \( 5g - 6 \): Similar to the first, this expression subtracts 6 from the product of 5 and \( g \).
3. \( 5g + 10 \): This expression adds 10 to the product of 5 and \( g \).
4. \( 5g \): This is simply the product of 5 and \( g \), without any additional operations.

If you need help solving equations, simplifying expressions, or anything specific related to these expressions, please let me know!

It seems that your question may have been cut off or lacks some context. If you're asking about evaluating the expressions involving \( g \) (like \( 5g - 10 \), \( 5g - 6 \), and \( 5g + 10 \)), I need a specific value for \( g \) to provide numerical answers.

If you're looking for something specific like solving for \( g \) in an equation or comparing these expressions, please clarify what you'd like to know, and I'll be happy to help!