Solve the following problems: 1. A piece of timber 213 cm 5 mm long is cut into 5 equal pieces. Find the length of each small piece. 2. A bottle is 26 cm 9 mm high. What is its height in millimeters?

Hey food, good to see you again. Here are the solutions to your questions: 1. Length of each small piece of timber Step 1: Convert the total length of the timber to millimeters. We know that 1 cm = 10 mm. 213 cm 5 mm = (213 × 10) mm + 5 mm = 2130 mm + 5 mm = 2135 mm Step 2: Divide the total length by the number of pieces. The timber is cut into 5 equal pieces. Length of each piece = 2135 mm5 = 427 mm Step 3: Convert the length back to centimeters and millimeters. 427 mm = 420 mm + 7 mm = (420 ÷ 10) cm + 7 mm = 42 cm 7 mm The length of each small piece was 42 cm 7 mm. 2. Height of the bottle in millimeters Step 1: Convert the centimeter part of the height to millimeters. We know that 1 cm = 10 mm. 26 cm = 26 × 10 mm = 260 mm Step 2: Add the remaining millimeters to find the total height in millimeters. Total height = 260 mm + 9 mm = 269 mm The height of the bottle in millimeters was 269 mm. 3. Length of the ribbon left Step 1: Convert the total length of the ribbon to millimeters. 31 cm 6 mm = (31 × 10) mm + 6 mm = 310 mm + 6 mm = 316 mm Step 2: Convert the length of the ribbon cut to millimeters. 5 cm 3 mm = (5 × 10) mm + 3 mm = 50 mm + 3 mm = 53 mm Step 3: Subtract the cut length from the total length to find the length left. Length left = 316 mm - 53 mm = 263 mm Step 4: Convert the remaining length back to centimeters and millimeters. 263 mm = 260 mm + 3 mm = (260 ÷ 10) cm + 3 mm = 26 cm 3 mm The length of the ribbon left was 26 cm 3 mm. Send me the next one 📸