please answer correctly

(d) construct a partial amortization schedule showing details of the first three payments,

- complete the last three payments, and

- Total paid

- Interest paid

Do not round off the values from (a) to (d)

Tricana Corporation borrowed \\( \\$ 76,000,00 \\) at \7 compoundod monthly for 12 years to buy a warehouse. Equal payments are made at the end of every month. (a) Desermine the sizo of the monthly payments. (b) Compule the interest included in payment 41 (c) Determine the principal ropaid in payment poriod 56 . (d) Construct a partal amortization schedule showing details of the first three payments, the last three payments, and totals. (Round the final answer to the nearest cent as needed. Rocind all intermediate values to tix decimal places as needed) (b) The interest included in payment 41 is 5354.73 (Found the final anwwer to the nearest cent as needed. Round all intermedate values to six decimal places as needed.) (c) The peinclpal repaid in payment perlod 56 is \\( \\$ 465.75 \\). (Round the final answer to the nearest cent as needed. Round all intermediaso values to six decimal places as needed.) Moranex Corporation borrowed \\( \\$ 84,000.00 \\) at \6 compounded monthly for 15 years to buy a warehouse. Equal payments are made at the end of ever month. (a) Determine the size of the monthly payments. (b) Compute the interest included in payment 54. (c) Determine the principal repaid in payment period 22. (d) Construct a partial amortization schedule showing details of the first three payments, the last three payments, and totals. \\[ \\begin{aligned} \\text { Uutstanaing balance } & =r \\vee \\text { or the onginal deot }-r \\vee \\text { ot the payments mace } \\\\ & =203,082.37-200,977.01 \\\\ & =\\$ 2,105,36 \\end{aligned} \\] The outstanding principal balance immediately after the fourth-to-last payment is shown below. Payment Number 177 Amount Paid Amount Paid Interest Paid Interest Paid Complete the table for the last three payments, rounding to the nearest cent. To fill in an amortization schedule, use the formulas Interest \\( = \\) Previous Balance \\( \\times 1 \\), Principal Repaid \\( = \\) PMT - Interest, and Outstanding Balance \\( = \\) Previous Balance - Principal Repaid. The total paid is the sum of all the payments made to clear the debt. Recall that the first 179 payments were for \\( \\$ 708.84 \\) and the last payment was for \\( \\$ 708.78 \\). \\[ \\text { Total Paid }=708.84 \\times 179+708.78=\\$ 127,591.14 \\] Find the total interest using the formula Total interest \\( = \\) Total Paid - Original Debt. \\[ \\text { Interest Paid }=127,591,14-84,000.00=\\$ 43,591,14 \\]