QuestionAugust 24, 2025

How many degrees are equal to (29pi )/(18) radians? 290^circ 580^circ 910^circ 145^circ

How many degrees are equal to (29pi )/(18) radians? 290^circ 580^circ 910^circ 145^circ
How many degrees are equal to (29pi )/(18) radians? 290^circ 580^circ 910^circ 145^circ

Solution
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Answer

290^{\circ } Explanation 1. Convert radians to degrees Use the formula: **Degrees = Radians \times \frac{180}{\pi}**. 2. Apply the formula Degrees = \frac{29\pi}{18} \times \frac{180}{\pi} = \frac{29 \times 180}{18}. 3. Simplify the expression Calculate: \frac{29 \times 180}{18} = 290.

Explanation

1. Convert radians to degrees<br /> Use the formula: **Degrees = Radians $\times \frac{180}{\pi}$**.<br />2. Apply the formula<br /> Degrees = $\frac{29\pi}{18} \times \frac{180}{\pi} = \frac{29 \times 180}{18}$.<br />3. Simplify the expression<br /> Calculate: $\frac{29 \times 180}{18} = 290$.
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