I need question 6 answered. Other pics are for context

Assume that the borrower of the loan in Questions 3,4 , and 5 purchases a PAYMENT CAP which ensures that the payment in any given year does not increase more than 3% over the payment in the previous year. What monthly_payment will the borrower pay in year 3? Note: round down to the nearest dollar Contract amount $1,459,000 Initial rate =4% Margin =2% Term =30 years Payments per year =12 Index rates: year 2=3% year 3=6% year 4=4% $6,965 $7,611 $8,622 $7,389 $9,280 What is the monthly_payment in year 3 for an adjustable-rate mortgage loan with the following characteristics: Note: round down to the nearest dollar Contract amount $1,459,000 Initial rate =4% Margin =2% Term =30 years Payments per year =12 Index rates: year 2=3% year 3=6% year 4=4% $6,965 $8,622 $8,747 $10,592 $10,534 What is the loan balance at the end of year (EOY) 4 for an adjustable-rate mortgage loan with the following characteristics: Note: round down to the nearest dollar Contract amount $1,459,000 Initial rate =4% Margin =2% Term =30 years Payments per year =12 Index rates: year 2=3% year 3=6% year 4=4% $1,352,876 $1,433,306 $1,375,316 $1,443,306 $1,382,779 Initial rate =4% Margin =2% Term =30 years Payments per year =12 Index rates: year 2=3% year 3=6% year 4=4% 5.75% 5.67% 6.22% 5.22% 4.23% Assume that the borrower of the loan in Questions 3,4 , and 5 purchases a PAYMENT CAP which ensures that the payment in any given year does not increase more than 3% over the payment in the previous year. What monthly_payment will the borrower pay in year 3? Note: round down to the nearest dollar Contract amount $1,459,000 Initial rate =4% Margin =2% Term =30 years Payments per year =12 Index rates: year 2=3% year 3=6% year 4=4% $6,965 $7,611 $8,622 $7,389 $9,280 What is the monthly_payment in year 3 for an adjustable-rate mortgage loan with the following characteristics: Note: round down to the nearest dollar Contract amount $1,459,000 Initial rate =4% Margin =2% Term =30 years Payments per year =12 Index rates: year 2=3% year 3=6% year 4=4% $6,965 $8,622 $8,747 $10,592 $10,534 What is the loan balance at the end of year (EOY) 4 for an adjustable-rate mortgage loan with the following characteristics: Note: round down to the nearest dollar Contract amount $1,459,000 Initial rate =4% Margin =2% Term =30 years Payments per year =12 Index rates: year 2=3% year 3=6% year 4=4% $1,352,876 $1,433,306 $1,375,316 $1,443,306 $1,382,779 Initial rate =4% Margin =2% Term =30 years Payments per year =12 Index rates: year 2=3% year 3=6% year 4=4% 5.75% 5.67% 6.22% 5.22% 4.23%