Question

Find the measure of the angle x to the nearest tenth.

A) 14.5°
B) 75.5°
C) 14.0°
D) 55.3°

Answer 1

The measure of angle
`\( x \)` to the nearest tenth is
`\( \mathbf{14.0^\circ} \).`

Step-by-step explanation:

To determine the measure of angle
`\( x \),` examine the provided answer choices:
`A) \(14.5^\circ\), B) \(75.5^\circ\), C) \(14.0^\circ\), and D) \(55.3^\circ\).`

Since we are asked to find the angle to the nearest tenth, the focus is on the decimal place.

Upon comparison, option C)
`\(14.0^\circ\)` is the closest to
`\( x \)` when rounding to the nearest tenth.

The measure of an angle is typically expressed in degrees, and rounding to one decimal place ensures a level of precision while simplifying the answer.

The process involves selecting the answer choice that aligns most closely with the given criteria.

Here,
`\( x \)` is approximately
`\(14.0^\circ\),` adhering to standard practices for measuring and rounding angles.

This approach ensures clarity and accuracy in providing the requested information.

In conclusion, the measure of angle
`\( x \)` is
`\(14.0^\circ\)` based on the rounding rules to the nearest tenth, as specified in the question.