Answer:
$3,129,414.40
Explanation:
i = 18% compounded monthly = 18% / 12 = 1.5% = 0.015
n = 2 yrs = 2 * 12 = 24 months
Growth(g) = 1% = 0.01
Present value of geometric series = A * [1 - (1+g)^n / (1+i)^n] / (I - g)
Present value of geometric series = $140000 * [1 - (1+0.01)^24 / (1+0.015)^24] / (0.015 - 0.01)
Present value of geometric series = $140000 * 1 - 0.8882352 / 0.005
Present value of geometric series = $140000 * 0.1117648 / 0.005
Present value of geometric series = $140000 * 22.35296
Present value of geometric series = $3,129,414.40
Thus, the present worth of the savings at an interest rate of 18% per year, compounded monthly is $3,129,414.40
Answer:
Basket ball
Explanation:
I love it a alot because it good
January February
Opening Cash Balance 47000 290700
Add: Collection from Customer 331800 378100
Collection of Notes Receivable 18000
Proceeds of Sale of Security 5400
Less: Payments for Purchases 106100 141100
Cash Dividend 12700
Cash Balance 290700 520400
Answer:
d. requires a linked bank account
Explanation:
not 1000% sure, but correct me if I'm wrong