1. The problem asks to find the number of defective motors produced by each production team given the total motors produced and the defect percentages. 2. We are given: - Team A: 4500 motors, 25% defective - Team B: 2500 motors, 6% defective - Team C: 3800 motors, 9% defective - Team D: 4500 motors, 15% defective - Team E: 3500 motors, 13% defective 3. To find the defective motors for each team, multiply the total motors by the defect percentage: $$\text{Defective motors} = \text{Total motors} \times \frac{\text{Defect percentage}}{100}$$ 4. Calculations: - Team A: $4500 \times 0.25 = 1125$ - Team B: $2500 \times 0.06 = 150$ - Team C: $3800 \times 0.09 = 342$ - Team D: $4500 \times 0.15 = 675$ - Team E: $3500 \times 0.13 = 455$ 5. Final answer: - Team A: 1125 defective motors - Team B: 150 defective motors - Team C: 342 defective motors - Team D: 675 defective motors - Team E: 455 defective motors This shows how many defective motors each team produced based on the given percentages and production numbers.