Using the digits 4, 2, 6, 8, 0, 1, form the largest and smallest 6-digit numbers and find their difference. A factory produces 4825 plates per hour. How many plates will it produce in 24 hours?

Step 1: Identify the given digits. The digits are 4, 2, 6, 8, 0, 1. Step 2: Form the largest 6-digit number using these digits. To form the largest number, arrange the digits in descending order. The largest number is 864,210. Step 3: Form the smallest 6-digit number using these digits. To form the smallest number, arrange the digits in ascending order. Since a 6-digit number cannot start with 0, the smallest non-zero digit (1) is placed first, followed by 0, and then the remaining digits in ascending order. The smallest number is 102,468. Step 4: Calculate the difference between the largest and smallest number. Difference = Largest number - Smallest number Difference = 864,210 - 102,468 Difference = 761,742 The difference between the largest and smallest number is 761,742. Step 1: Identify the number of plates produced in one hour. The factory produces 4825 plates in one hour. Step 2: Identify the total time for production. The total time is 24 hours. Step 3: Calculate the total number of plates produced in 24 hours. Total plates = Plates per hour × Number of hours Total plates = 4825 × 24 Total plates = 115,800 The factory produces 115,800 plates in 24 hours. Send me the next one 📸