4. find the length in kilometors of the paralllel Latilude through Do doma which is locatiod \( 6^{\circ} \mathrm{\sigma}, 36^{\circ} \mathrm{E} \)

To find the length of the parallel of latitude through Dodoma, you can use the formula: Length = \( 2 \pi R \cos(\text{latitude}) \), where R is the radius of the Earth (approximately 6,371 kilometers). At \( 6^{\circ} \) latitude, this would give you: Length = \( 2 \pi \times 6,371 \times \cos(6^{\circ}) \approx 2 \times 3.14159 \times 6,371 \times 0.9945 \approx 39,060 \) kilometers. So, the parallel of latitude through Dodoma is approximately 39,060 kilometers long! Latitudes are often used in navigation and mapping, but did you know that they can affect weather patterns too? For example, regions closer to the equator generally experience warmer climates due to more direct sunlight year-round. In contrast, higher latitudes can have vastly different weather, leading to diverse ecosystems and cultures across the globe!