a house sells for $515,500 and a 4% down - payment is made. a mortgage is secured at 4% for 40 years…

a house sells for $515,500 and a 4% down - payment is made. a mortgage is secured at 4% for 40 years. compute an amortization schedule for the first 3 months. round your answers to two decimal places, if necessary. the value of the mortgage is $494,880 and the monthly payment is $2068.60. part 1 of 3 payment number interest payment on principal balance of loan 1 $1649.60 $419.00 $494461.00 part 2 of 3 payment number interest payment on principal balance of loan 2 $1648.20 $420.40 $494040.00 alternate answer: payment number interest payment on principal balance of loan 2 $1648.20 $420.40 $494,040.60 part: 2 / 3 part 3 of 3 payment number interest payment on principal balance of loan 3 $ $ $

a house sells for $515,500 and a 4% down - payment is made. a mortgage is secured at 4% for 40 years. compute an amortization schedule for the first 3 months. round your answers to two decimal places, if necessary. the value of the mortgage is $494,880 and the monthly payment is $2068.60. part 1 of 3 payment number interest payment on principal balance of loan 1 $1649.60 $419.00 $494461.00 part 2 of 3 payment number interest payment on principal balance of loan 2 $1648.20 $420.40 $494040.00 alternate answer: payment number interest payment on principal balance of loan 2 $1648.20 $420.40 $494,040.60 part: 2 / 3 part 3 of 3 payment number interest payment on principal balance of loan 3 $ $ $

Answer

Explanation:

Step1: Calculate monthly interest rate

The annual interest rate is 4%, so the monthly interest rate $r=\frac{0.04}{12}$.

Step2: Calculate interest for month 3

The balance of the loan at the start of month 3 is $494040$. The interest for month 3, $I = 494040\times\frac{0.04}{12}\approx1646.80$.

Step3: Calculate payment on principal for month 3

The monthly payment is $2068.60$. The payment on principal $P = 2068.60 - 1646.80=421.80$.

Step4: Calculate balance of loan for month 3

The balance of the loan $B=494040 - 421.80 = 493618.20$.

Answer:

Payment number Interest Payment on Principal Balance of Loan
3 $1646.80 $421.80 $493618.20