Answer:
$1,470,132
Explanation:
Expenditures:
March 1, $6,300,000
June 1, $5,270,000
December 31, $8,950,000
the weighted average interest rate:
$6,380,000 x 10% = $638,000
$12,550,000 x 11% = $1,380,500
total debt = $18,930,000
total interest = $2,018,500
weighted average interest rate = $2,018,500 / $18,930,000 = 10.663%
weighted average accumulated expenditures:
March 1, $6,300,000 x 10/12 = $5,250,000
June 1, $5,270,000 x 7/12 = $3,074,167
December 31, $8,950,000 x 0/12 = $0
total = $8,324,167
interests on the specific loan = $3,180,000 x 12% = $381,600
interests on remaining expenditures = ($8,324,167 - $3,180,000) x 10.663% = $548,520
total interest capitalized = $930,120
total interest expensed = total interests on other loans - interests capitalized on remaining expenditures = $2,018,500 - $548,520 = $1,469,980 ≈ $1,470,132 which we can match to the nearest option due since during the procedure we rounded a couple of times.
