To find \( RT \) on the number line given that \( R \) equals 1717 and \( S \) equals 1010, we need to identify the location of \( T \) in relation to \( R \) and \( S \).
Assuming that \( R \), \( S \), and \( T \) are ordered on the number line with \( R \) to the left of \( S \), we can express \( RT \) as:
\[ RT = R - T \] or \[ RT = T - R \]
You will need to define where \( T \) is relative to \( R \) and \( S \). If we assume \( T \) is between \( R \) and \( S \) or in a specific location, please provide that information or let us assume \( T \) is directly at \( S \) for this calculation.
If \( T \) is the same as \( S \), it would be:
\[ RT = S - R = 1010 - 1717 = -707 \]
If \( T \) is another point in relation to \( R \) or \( S \), please clarify its location, and we can adjust the calculation.
For now, if \( T \) equals \( S \), then:
\[ RT = -707 \]
Please confirm if this is what you are looking for!
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