To find the correct product for the expression \(2x(3.1x + 7)\), we can distribute \(2x\) to both terms inside the parentheses.
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Multiply \(2x\) by \(3.1x\): \[ 2x \cdot 3.1x = 6.2x^2 \]
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Multiply \(2x\) by \(7\): \[ 2x \cdot 7 = 14x \]
Now, combining both results, we get: \[ 6.2x^2 + 14x \]
Among the provided responses, the correct product is: 6.2x² + 14x (6 point 2 x squared plus 14 x).