QQuestionMathematics
QuestionMathematics
What is the measure of \angle T , rounded to the nearest degree?
| 22° | 33° | 43° | 68° |
| --- | --- | --- | --- |
| | | | |
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Answer
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Step 1:: Identify the angle that corresponds to \angle T.
From the given diagram, we can see that $$\angle T$$ is the angle that corresponds to the ray $$\overrightarrow{TU}$$.
Step 2:: Look for the angle that is opposite to the side of the triangle that contains the ray \overrightarrow{TU}.
Therefore, we are looking for the angle that is opposite to side $$\overline{RS}$$.
Step 3:: Identify the angle that is opposite to side \overline{RS}.
The angle that is opposite to side $$\overline{RS}$$ is $$\angle RST$$.
Step 4:: Find the measure of \angle RST from the given options.
From the given options, the measure of $$\angle RST$$ is 43°.
Step 5:: State the measure of \angle T.
Since $$\angle T$$ corresponds to $$\angle RST$$, the measure of $$\angle T$$ is also 43°.
Final Answer
The measure of \angle T is 43°.
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