9.5 129.40 104.43 93.22 87.37 84.09 81.01 10.0 132.16 107.47 96.51 90.88 87.76 84.91 10.5 134.94 110.54 99.84 94.42 91.48 88.86 11.0 137.76 113.66 103.22 98.02 95.24 92.83 Calculating monthly payments on a loan: - 10. Step 1: Divide the amount borrowed by $10,000. For example, for a $100,000 loan, the Step 1 value would be $100,000/$10,000 Step 2:Find the monthly payment for a $10,000 loan at the appropriate interest rate and maturity in the table above. For a 15-year mortgage at 9%, the value would be $101.43. Step 3: Multiply the Step 1 value by the Step 2 value. In the example, this is 10 $101.43 = $1,014.30. The monthly mortgage payment the primary recurring cost is actually made up of four costs. 9.5 129.40 104.43 93.22 87.37 84.09 81.01 10.0 132.16 107.47 96.51 90.88 87.76 84.91 10.5 134.94 110.54 99.84 94.42 91.48 88.86 11.0 137.76 113.66 103.22 98.02 95.24 92.83 Calculating monthly payments on a loan: - 10. Step 1: Divide the amount borrowed by $10,000. For example, for a $100,000 loan, the Step 1 value would be $100,000/$10,000 Step 2:Find the monthly payment for a $10,000 loan at the appropriate interest rate and maturity in the table above. For a 15-year mortgage at 9%, the value would be $101.43. Step 3: Multiply the Step 1 value by the Step 2 value. In the example, this is 10 $101.43 = $1,014.30. The monthly mortgage payment the primary recurring cost is actually made up of four costs. 9.5 129.40 104.43 93.22 87.37 84.09 81.01 10.0 132.16 107.47 96.51 90.88 87.76 84.91 10.5 134.94 110.54 99.84 94.42 91.48 88.86 11.0 137.76 113.66 103.22 98.02 95.24 92.83 Calculating monthly payments on a loan: - 10. Step 1: Divide the amount borrowed by $10,000. For example, for a $100,000 loan, the Step 1 value would be $100,000/$10,000 Step 2:Find the monthly payment for a $10,000 loan at the appropriate interest rate and maturity in the table above. For a 15-year mortgage at 9%, the value would be $101.43. Step 3: Multiply the Step 1 value by the Step 2 value. In the example, this is 10 $101.43 = $1,014.30. The monthly mortgage payment the primary recurring cost is actually made up of four costs. 9.5 129.40 104.43 93.22 87.37 84.09 81.01 10.0 132.16 107.47 96.51 90.88 87.76 84.91 10.5 134.94 110.54 99.84 94.42 91.48 88.86 11.0 137.76 113.66 103.22 98.02 95.24 92.83 Calculating monthly payments on a loan: - 10. Step 1: Divide the amount borrowed by $10,000. For example, for a $100,000 loan, the Step 1 value would be $100,000/$10,000 Step 2:Find the monthly payment for a $10,000 loan at the appropriate interest rate and maturity in the table above. For a 15-year mortgage at 9%, the value would be $101.43. Step 3: Multiply the Step 1 value by the Step 2 value. In the example, this is 10 $101.43 = $1,014.30. The monthly mortgage payment the primary recurring cost is actually made up of four costs. 9.5 129.40 104.43 93.22 87.37 84.09 81.01 10.0 132.16 107.47 96.51 90.88 87.76 84.91 10.5 134.94 110.54 99.84 94.42 91.48 88.86 11.0 137.76 113.66 103.22 98.02 95.24 92.83 Calculating monthly payments on a loan: - 10. Step 1: Divide the amount borrowed by $10,000. For example, for a $100,000 loan, the Step 1 value would be $100,000/$10,000 Step 2:Find the monthly payment for a $10,000 loan at the appropriate interest rate and maturity in the table above. For a 15-year mortgage at 9%, the value would be $101.43. Step 3: Multiply the Step 1 value by the Step 2 value. In the example, this is 10 $101.43 = $1,014.30. The monthly mortgage payment the primary recurring cost is actually made up of four costs. 9.5 129.40 104.43 93.22 87.37 84.09 81.01 10.0 132.16 107.47 96.51 90.88 87.76 84.91 10.5 134.94 110.54 99.84 94.42 91.48 88.86 11.0 137.76 113.66 103.22 98.02 95.24 92.83 Calculating monthly payments on a loan: - 10. Step 1: Divide the amount borrowed by $10,000. For example, for a $100,000 loan, the Step 1 value would be $100,000/$10,000 Step 2:Find the monthly payment for a $10,000 loan at the appropriate interest rate and maturity in the table above. For a 15-year mortgage at 9%, the value would be $101.43. Step 3: Multiply the Step 1 value by the Step 2 value. In the example, this is 10 $101.43 = $1,014.30. The monthly mortgage payment the primary recurring cost is actually made up of four costs. 9.5 129.40 104.43 93.22 87.37 84.09 81.01 10.0 132.16 107.47 96.51 90.88 87.76 84.91 10.5 134.94 110.54 99.84 94.42 91.48 88.86 11.0 137.76 113.66 103.22 98.02 95.24 92.83 Calculating monthly payments on a loan: - 10. Step 1: Divide the amount borrowed by $10,000. For example, for a $100,000 loan, the Step 1 value would be $100,000/$10,000 Step 2:Find the monthly payment for a $10,000 loan at the appropriate interest rate and maturity in the table above. For a 15-year mortgage at 9%, the value would be $101.43. Step 3: Multiply the Step 1 value by the Step 2 value. In the example, this is 10 $101.43 = $1,014.30. The monthly mortgage payment the primary recurring cost is actually made up of four costs. 9.5 129.40 104.43 93.22 87.37 84.09 81.01 10.0 132.16 107.47 96.51 90.88 87.76 84.91 10.5 134.94 110.54 99.84 94.42 91.48 88.86 11.0 137.76 113.66 103.22 98.02 95.24 92.83 Calculating monthly payments on a loan: - 10. Step 1: Divide the amount borrowed by $10,000. For example, for a $100,000 loan, the Step 1 value would be $100,000/$10,000 Step 2:Find the monthly payment for a $10,000 loan at the appropriate interest rate and maturity in the table above. For a 15-year mortgage at 9%, the value would be $101.43. Step 3: Multiply the Step 1 value by the Step 2 value. In the example, this is 10 $101.43 = $1,014.30. The monthly mortgage payment the primary recurring cost is actually made up of four costs. 9.5 129.40 104.43 93.22 87.37 84.09 81.01 10.0 132.16 107.47 96.51 90.88 87.76 84.91 10.5 134.94 110.54 99.84 94.42 91.48 88.86 11.0 137.76 113.66 103.22 98.02 95.24 92.83 Calculating monthly payments on a loan: - 10. Step 1: Divide the amount borrowed by $10,000. For example, for a $100,000 loan, the Step 1 value would be $100,000/$10,000 Step 2:Find the monthly payment for a $10,000 loan at the appropriate interest rate and maturity in the table above. For a 15-year mortgage at 9%, the value would be $101.43. Step 3: Multiply the Step 1 value by the Step 2 value. In the example, this is 10 $101.43 = $1,014.30. The monthly mortgage payment the primary recurring cost is actually made up of four costs. 9.5 129.40 104.43 93.22 87.37 84.09 81.01 10.0 132.16 107.47 96.51 90.88 87.76 84.91 10.5 134.94 110.54 99.84 94.42 91.48 88.86 11.0 137.76 113.66 103.22 98.02 95.24 92.83 Calculating monthly payments on a loan: - 10. Step 1: Divide the amount borrowed by $10,000. For example, for a $100,000 loan, the Step 1 value would be $100,000/$10,000 Step 2:Find the monthly payment for a $10,000 loan at the appropriate interest rate and maturity in the table above. For a 15-year mortgage at 9%, the value would be $101.43. Step 3: Multiply the Step 1 value by the Step 2 value. In the example, this is 10 $101.43 = $1,014.30. The monthly mortgage payment the primary recurring cost is actually made up of four costs