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Two central angles are listed below. Column A 1.38 radians Column B 77 degrees. Compare the central angle in column A to that in column B. A. Column A is larger than column B. B. Column B is larger than column A. C. Column A is equal to column B. D. The two columns cannot be compared because the units are different.

Respuesta :

your answer is b i hope this helps

Answer:

The statement that best compares the  central angle in column A to that in column B is:

    A.   Column A is larger than column B.

Step-by-step explanation:

We are given the central angle of Column A as:  1.38 radians

and the central angle of Column B as: 77 degree

As the two units are different so will change them to the same units

We know the conversion:

   π radians=180°

⇒  1 radians=180°/π

⇒  1.38 radians= 79.06818°

Hence, the central angle of Column A is:  79.06818°

Since, 77° < 79.06818°

This means that the central angle of column A is larger than the central angle of Column B.

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