Answer:
The amount of investment should be $1926.891 approximately
<u>Explanation:</u>
The following formula has been used to calculate the amount of investment
A = P(1+r/100) ^n
where: A = future value
, P = present value
, R = rate of interest
, N = time period
Hence
, applying the formula, we get,
$5500 = P (1+6/100) ^18
Hence P=$5500/ (1.06) ^18
=$1926.891(approx)
Answer:
Explanation:
The journal entries are shown below:
1. Cash A/c Dr $24,000 (600 shares × $40)
To Common Stock $600 (600 shares × $1)
To Additional Paid-in Capital in excess of par - Common Stock $23,400
(Being the issuance of stock is recorded and the remaining balance is credited to the additional paid-in capital account)
2. Cash A/c Dr $4,400 (100 shares × $44)
To Common Stock $100 (100 shares × $1)
To Additional Paid-in Capital in excess of par - Common Stock $4,300
(Being the issuance of stock is recorded and the remaining balance is credited to the additional paid-in capital account)
Answer:
Break-even point in composite units = 811 units
Explanation:
Number of modal;
5 Youth models
9 Adult models
6 Recreational models
Annual fixed costs total = $6,550,000
Find:
Break-even point in composite units
Computation:
Mixed contribution margin = 5[130] + 9[475] + 6[525]
Mixed contribution margin = 650 + 4275 + 3150
Mixed contribution margin = $8075
Break-even point in composite units = Annual fixed costs total / Mixed contribution margin
Break-even point in composite units = 6,550,000 / 8075
Break-even point in composite units = 811 units
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