QQuestionMathematics
QuestionMathematics
$T$ is a point on segment $\overline{S U}$. If $S T= 10.6$ and $T U= 6.2$, what is $S U$ ?
Write your answer as a decimal or integer.
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Answer
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Step 1:: Draw a diagram and label the given information.
We know the lengths of segments $\overline{ST}$ and $\overline{TU}$, which are 10.6 and 6.2 units respectively.
Step 2:: Recall the property of a segment when a point is on it.
If a point is on a segment, then the sum of the lengths of the two smaller segments defined by the point is equal to the length of the larger segment.
Step 3:: Apply the property to find $S U$.
According to the property mentioned in Step 2, we have: ST + TU = SU \
Step 4:6 + 6.2 = x \
Step 5:: Solve for $x$.
x = 10.6 + 6.2 \ x = 16.8 \
Final Answer
The length of segment $\overline{SU}$ is 16.8 units.
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