### Break Down the Problem
1. Identify that the measure of the arc RT is directly related to the measure of the central angle ∠RVT.
2. Recall that the measure of an arc in a circle is equal to the measure of its corresponding central angle.

### Relevant Concepts
1. The measure of an arc (in degrees) is equal to the measure of the central angle that subtends it.
2. Hence, if the central angle ∠RVT is given, the measure of arc RT will be the same.

### Analysis and Detail
1. Given that ∠RVT = 92°, we can determine the measure of arc RT.
2. According to the property mentioned above, arc RT also measures 92° because they are subtended by the same central angle.

### Verify and Summarize
1. Since both the central angle and the arc share the same degree measure, the calculation reaffirms that arc RT is definitively 92°.

### Final Answer
The measure of arc RT is **B. 92°**.

Question

### Break Down the Problem
1. Identify that the measure of the arc RT is directly related to the measure of the central angle ∠RVT.
2. Recall that the measure of an arc in a circle is equal to the measure of its corresponding central angle.

### Relevant Concepts
1. The measure of an arc (in degrees) is equal to the measure of the central angle that subtends it.
2. Hence, if the central angle ∠RVT is given, the measure of arc RT will be the same.

### Analysis and Detail
1. Given that ∠RVT = 92°, we can determine the measure of arc RT.
2. According to the property mentioned above, arc RT also measures 92° because they are subtended by the same central angle.

### Verify and Summarize
1. Since both the central angle and the arc share the same degree measure, the calculation reaffirms that arc RT is definitively 92°.

### Final Answer
The measure of arc RT is **B. 92°**.

Knowee AI · Accepted Answer

### Break Down the Problem
1. Identify that the measure of the arc RT is directly related to the measure of the central angle ∠RVT.
2. Recall that the measure of an arc in a circle is equal to the measure of its corresponding central angle.

### Relevant Concepts
1. The measure of an arc (in degrees) is equal to the measure of the central angle that subtends it.
2. Hence, if the central angle ∠RVT is given, the measure of arc RT will be the same.

### Analysis and Detail
1. Given that ∠RVT = 92°, we can determine the measure of arc RT.
2. According to the property mentioned above, arc RT also measures 92° because they are subtended by the same central angle.

### Verify and Summarize
1. Since both the central angle and the arc share the same degree measure, the calculation reaffirms that arc RT is definitively 92°.

### Final Answer
The measure of arc RT is **B. 92°**.

The central angle ∠RVT measures 92°. What is the measure of arc RT?*1 pointA. 46°B. 92°C. 184°D. 268°

Question

The central angle $∠RVT$ measures 92°. What is the measure of arc RT?

Solution