A factory produces 240 units in 5 hours. After upgrading equipment, productivity increases by 40%. How many units are produced in the next 7 hours at the new rate?

["Title: How a Factory’s Productivity Surges 40% After Equipment Upgrade: Production Breakdown", "In manufacturing, optimizing production efficiency is key to growing output and meeting demand. A recent case highlights a factory that produces 240 units in 5 hours before a significant equipment upgrade, followed by a 40% productivity boost. But how does this surge in efficiency impact output over the next 7 hours? Let’s break it down clearly.", "Current Production Rate Before Upgrade\nThe factory initially produced 240 units in 5 hours. To find the hourly rate:\n[\n\ ext{Initial rate} = \frac{240,\ ext{units}}{5,\ ext{hours}} = 48,\ ext{units per hour}\n]", "Post-Upgrade Productivity Increase\nAfter upgrading machinery, production efficiency rises by 40%. To calculate the new rate:\n[\n\ ext{Increase} = 48 \ imes 0.40 = 19.2,\ ext{units/hour}\n]\n[\n\ ext{New rate} = 48 + 19.2 = 67.2,\ ext{units per hour}\n]", "Units Produced in 7 Hours at New Rate\nNow, applying the improved rate to a 7-hour shift:\n[\n\ ext{Units in 7 hours} = 67.2 \ imes 7 = 470.4\n]\nSince partial units don’t count in production, the factory produces 470 full units in the next 7 hours.", "Why This Matters\nThis example demonstrates how a modest 40% efficiency upgrade translates directly into measurable gains—boosting daily output and improving overall productivity. Factories worldwide continuously seek such improvements through modern equipment, reducing costs and increasing competitiveness.", "Summary\n- Initial rate: 48 units/hour\n- Post-upgrade rate: 67.2 units/hour\n- Output in 7 hours: 470 units (rounded down)", "Upgrading manufacturing equipment by just 40% leads to a meaningful 40% jump in production, proving the value of investing in advanced machinery for sustainable growth."]