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
You're on a roll — To find the total area of the three plots A, B, and C, we need to calculate the area of each plot and then sum them up. All plots are rectangular, so their area is calculated as length × width. Step 1: Determine the dimensions and calculate the area of Plot A. From the diagram: • The length of Plot A is 40 m. • The total width of the farm is 50 m (indicated by the arrow at the bottom). Plot A spans this entire width. Area_A = length × width = 40 m × 50 m = 2000 m^2 Step 2: Determine the dimensions and calculate the area of Plot B. From the diagram: • The length of Plot B is 30 m. • The total width of the bottom section (Plots B and C combined) is 50 m. • The width of Plot C is 20 m. • Therefore, the width of Plot B is 50 m - 20 m = 30 m. Area_B = length × width = 30 m × 30 m = 900 m^2 Step 3: Determine the dimensions and calculate the area of Plot C. From the diagram: • The length of Plot C is the same as the length of Plot B, which is 30 m. • The width of Plot C is 20 m. Area_C = length × width = 30 m × 20 m = 600 m^2 Step 4: Calculate the total area of the three plots. Total Area = Area_A + Area_B + Area_C Total Area = 2000 m^2 + 900 m^2 + 600 m^2 Total Area = 3500 m^2 The total area of the three plots A, B, and C is 3500 m^2. Drop the next question.