A car travels at a constant speed. If it covers 120 km in 2 hours, how far will it go in 5 hours at the same speed?
["Title: How to Calculate Distance at Constant Speed: A Real-World Example", "When traveling in a car, one of the most fundamental physics concepts students and drivers encounter is the relationship between speed, time, and distance. Understanding this formula is not only essential for math learners but also highly practical for planning road trips and managing commute times.", "### The Basics: Speed, Time, and Distance", "Speed measures how fast an object moves, typically expressed in kilometers per hour (km/h) or miles per hour (mph). The formula connecting speed, time, and distance is simple:", "[\n\ ext{Distance} = \ ext{Speed} \ imes \ ext{Time}\n]", "This equation forms the foundation of many real-world applications—like determining how far you’ll travel at a steady speed.", "### A Common Problem in Everyday Driving", "Imagine a car moving at a constant speed. If it travels 120 km in 2 hours, what distance will it cover in 5 hours under the same conditions?", "Let’s solve this step by step:", "1. Find the constant speed\n Speed = Distance ÷ Time\n [\n \ ext{Speed} = \frac{120\ \ ext{km}}{2\ \ ext{hours}} = 60\ \ ext{km/h}\n ]", "2. Calculate the distance for 5 hours\n Using the same formula:\n [\n \ ext{Distance} = 60\ \ ext{km/h} \ imes 5\ \ ext{hours} = 300\ \ ext{km}\n ]", "### So, in 5 hours, a car traveling at a constant 60 km/h will cover 300 kilometers.", "### Practical Application", "This calculation helps passengers and drivers estimate arrival times, plan refueling stops, or optimize travel schedules. Knowing how to apply basic kinematics in everyday situations boosts confidence behind the wheel and improves time management.", "Bottom line: When speed is steady, the faster you go, the farther you’ll travel in a given time. It’s as simple as 120 km in 2 hours means 60 km/h, and in 5 hours, it’s 5 times that distance—300 km.", "---", "Keywords: constant speed, distance calculation, speed and time formula, travel distance, driving math, kinetic phenomena, real-world physics, road trip planning", "Meta Description: Learn how to calculate distance when a car travels at constant speed. Discover why moving at 60 km/h covers 300 km in 5 hours—perfect for road trips and daily commuting."]
