Answer:
Title 1 is "careers" and title 2 is "jobs"
Explanation:
Answer:
1. Required tabulation is the Shares Authorized, the Shares Issued and the Shares Outstanding
Shares Authorized = 290,000 shares
Shares Issued
= Total Cash Collected / Price per share
= 2,170,000 / 14
= 155,000 shares
Shares Outstanding
= Shares Issued - Treasury stock
= 155,000 - 5,000
= 150,000 shares
2. Additional paid in capital account
= Gain (loss) above par
Par value is $10 and Stock was sold for $14
= (14 - 10 ) * 155,000
= $620,000
3. Earnings per share
= Net Income/ Shares outstanding
= 297,000/150,000
= $1.98
Answer:
The value of the firm's stock is $703,920
The price is $5.63 per share ($703,920/125,000 shares)
Explanation:
a) Data and Calculations:
Free cash flows = $200,000
Present value of the free cash flows = $200,000 x Annuity Factor, for 5 years at cost of capital of 15% x (1 + growth rate)
= $200,000 x 3.352 x 1.05
= $703,920
Therefore, common equity = $703,920
To calculate Company XYZ's free cash flows in their present value, they are discounted, using the present value table. The resulting amount is equivalent to the value of the common stock. The company's free cash flow is the amount that is left after settling operating expenses and capital expenditure.
Answer:
He invested $400 in the account with interest at 6%, while investing $1600 in the account with interest at 7%.
Explanation:
Given that Michael Perez deposited $ 2000 in two different accounts that granted an interest of 6% and 7% per year respectively, and that at the end of the year he obtained $ 136 in interest, to determine how much money he invested in each account it is necessary to perform the following calculation:
2000 = 100
136 = X
((136 x 100) / 2000) = X
13600/2000 = X
6.8 = X
Thus, the benefits obtained were 6.8% per year. Thus, the annual 7% of the account with the highest interest rate must subtract a 0.2% yield, with which Michael Perez invested 2/10 parts of his money in the account with interest at 6% and 8/10 in the account with interest at 7%.
Thus, in the account with interest at 6% he invested $ 400, while in the account with interest at 7% he invested $ 1600.
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