To expand the expressions using the distributive property, we multiply the term outside the parentheses by each term inside the parentheses.
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For \(6(3x - 5)\): \[ 6(3x) - 6(5) = 18x - 30 \] So, the answer is: \[ 18x-30 \]
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For \(2(3x - 5)\): \[ 2(3x) - 2(5) = 6x - 10 \] So, the answer is: \[ 6x-10 \]
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For \(2(3 + 8x)\): \[ 2(3) + 2(8x) = 6 + 16x \] So, the answer is: \[ 6+16x \]
Here are all the expanded expressions without any spaces:
- \(18x-30\)
- \(6x-10\)
- \(6+16x\)