This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.
ScanSolve AI Answer
Step 1: Identify all the outer edges of the net. The perimeter of the net is the sum of the lengths of all its outer edges. The outer edges are: • The two slanted sides of the top triangle (labeled "The Back"): 215 mm each. • The right vertical side of the rectangle labeled "Side 1": 200 mm. • The bottom horizontal side of the rectangle labeled "Side 1": 150 mm. • The bottom horizontal side of the rectangle labeled "The Floor": 200 mm. • The bottom horizontal side of the rectangle labeled "Side 2": 150 mm. • The left vertical side of the rectangle labeled "Side 2": 200 mm. • The two slanted sides of the bottom triangle (labeled "The Front"): 215 mm each. Step 2: Sum the lengths of these outer edges. Perimeter = (215 mm + 215 mm) + 200 mm + 150 mm + 200 mm + 150 mm + 200 mm + (215 mm + 215 mm) Perimeter = 430 mm + 200 mm + 150 mm + 200 mm + 150 mm + 200 mm + 430 mm Perimeter = (430 + 430) mm + (200 + 200 + 200) mm + (150 + 150) mm Perimeter = 860 mm + 600 mm + 300 mm Perimeter = 1460 mm + 300 mm Perimeter = 1760 mm The perimeter of the net is 1760 mm. Send me the next one 📸