350 multiplied by which of these gives a number between 3000 and 3500?

Answer

To find which number, when multiplied by 350, gives a result between 3000 and 3500, we can start by determining the range for the multiplication. 1. We need to know the lower limit: - To find the minimum value, we can divide 3000 by 350: \[ 3000 \div 350 \approx 8.57 \] 2. Now, let's find the upper limit: - Similarly, for the maximum value: \[ 3500 \div 350 \approx 10 \] This means we are looking for a multiplier between approximately 8.57 and 10. Next, we check each option: A. 5: \[ 350 \times 5 = 1750 \] (not in range) B. 7: \[ 350 \times 7 = 2450 \] (not in range) C. 9: \[ 350 \times 9 = 3150 \] (in range) D. 12: \[ 350 \times 12 = 4200 \] (not in range) The only option that gives a product between 3000 and 3500 is: **C. 9.**