Answer:
<u>Prize is $22,071.39 worth today</u>
Explanation:
Present value of Annuity = A*[(1-(1+r)^-n)/r]
A - Annuity payment = 500
r - rate per period = 6/12 = .5%
n - no. of periods = 50
Present value of Annuity = 500*[(1-(1.005)^-50)/.005]
= 500*[(1-0.77928606825)/.005]
= 500*44.14278635
= $22,071.39
Answer:
Retained Earning (Dr.) $295,000
Stock Dividend Payable (Cr.) $295,000
To record stock dividend
Retained Earnings (Dr.) $157,800
Cash (Dr.) $157,800
To record cash dividend
Explanation:
Statement of Shareholder's Equity
Retained Earnings Beginning Jan 21 $1,275,000
Net Income $2,250,000
Cash Dividend $157,800
Stock Dividend $295,000
Retained Earning Ending $3,072,200
Answer:
B. 16.53%
Explanation:
The effective interest rate is the real interest rate charged by a bank or any other type of lender on a loan.
the formula to calculate effective interest rate = r = (1 + i/n)ⁿ - 1
r = [1 + (15.3%/365)³⁶⁵] -1 = 1.00419178³⁶⁵ - 1 = 1.165287621 - 1 = 0.165287621 ≈ 16.53%
Answer:
Correct option is C.
15492 is the average ware-house inventory level.
Explanation:
A current warehouse system has five warehouses with 4,000 units at each warehouse. The company desires to change to three warehouses to become more centralized and keep the same customer service levels.
Average warehouse inventory levels =4000*5*(3/5)0.5 =15492
Answer and Explanation:
(a)
Variables are given as follows
Total number of cars, C1
Total number of trucks, T1
(b)
Our aim is to maximize the total profit of Green Vehicle Inc.
Max z = 300T1 + 220T1
(c)
In this question, we have limitations, which are
0.025T1 + 0.017C1 ≤ 1
0.020T1 + 0.020C1 ≤ 1
hence attached below are the excel solutions to the problem
