Responses
514x
Start Fraction 5 over 14 End Fraction x
514x2
Start Fraction 5 over 14 End Fraction x squared
57x
Start Fraction 5 over 7 End Fraction x
57x2 ...........
3 answers
To simplify \(37x + 27x\), you can combine the like terms by adding the coefficients together:
\[ 37x + 27x = (37 + 27)x = 64x \]
Therefore, the simplified expression is \(64x\).
None of the provided responses match this result, suggesting either the options were incorrectly listed, or additional context may be necessary. Based on standard operations, the simplified form is indeed \(64x\).
I apologize for any confusion. Let's clarify the simplification step-by-step.
The expression is: \[ 37x + 27x \]
You can combine the like terms (the \(x\) terms) as follows:
So, \[ 37x + 27x = 64x \]
It seems the previous answer was correct in terms of the simplification process, yielding \(64x\). However, since that response is not available in your provided options, let's look at that again.
If the intended outcome requires matching one of your options, and you're indicating I made a mistake, please clarify or check the options for any errors. Thank you for your patience!
