Answer:
The dividend payable to the cumulative preferred stock holers in 2021 is $11,550 while the amount payable to common stock holders is $1,450.
Explanation:
Cumulative preferred stock dividends accrue and becomes payable when the reporting entity has favourable cash flows. Rachael Designs plans to make payment of $13,000 dividends in 2021. As the annual cumulative preferred dividend is $3,850 (1,100 shares x $50 x 7%), the amount due over three years will be $3,850 x 3 whcih is $11,550. Thus, out of the proposed cash outflow of $13,000, the amount of $11,550 will be paid to cumulative preferred stock holders while only $1,450 will be paid to the common stock holders.
Answer:
11.36%
Explanation:
Divide the new price of roast beef with the old one. 7.69 / 5
7.69 ÷ 5 = 1.538
Also divide 1 with the number of years inflation occur
1 ÷ 4 = 0.25
Next, is to raise the first answer gotten to the power of second.
1. 538 ^ 0.25 = 1.113625
Subtract from from 1
1 - 1.1136235 = -0.1136 = - 11.36%
Answer:
Explanation:
You need 2 people to have a conversation, not just words. You can’t just be in and empty room and just talk. You need someone else to talk to you.
Answer:
The correct answer is letter "A": Penetration.
Explanation:
Penetration Pricing means that an initially low price for a new product or service attracts customers away from the competitors. The new company hopes that even if prices rise to normal levels, customers will continue to use their products. Penetration Pricing will yield higher returns on sales and push rivals out of the market if implemented long enough.
Answer:
The IRR is 5%. Rate of return would be 12.5% assuming a discount rate of 4%
Explanation:
The answer depends entirely on the discount rate. The question covers a 30 period timeframe and in each period, the pay off is $13 million. This is a simple time value of money concept in which to calculate the present value, you will simply calculate the present value of each of the cash flows. The formula is 13Mn/[(1+r)^n] where n is the year from 1 to 30, r is the discount rate.
The question requires us to calculate the return that is the variable 'r'. For this you need to have the present value today so that you can then use the equation to solve for 'r'. However, the only information we have is the time period and the cash flow. We are given $200mn as the initial outlay. So, we can at least use this to calculate the internal rate of return (IRR) which is simply the rate of return (or the value of 'r') at which the present value of each of the 13 Mn to be received over the next 30 years is equal to the initial outlay (i.e 200mn). In short, IRR is the rate of return at which the net present value (NPV) is equal to zero. In our example, and using the formula for each of the cash flow from years 1 to 30, the IRR is computated at 5%. So if the discount rate that the company uses is less than 5%, the company would be better of with Joe accepting the offer because any discount rate below 5% would result in the present value of the cash flows to be in excess of $200Mn.
Lets take an example and assume that the discount rate is 4%, using the formula from year 1 to 30 and summing the values would give us a present value of $225 Mn. So the rate lf return in this case would be (225-200)/200 x 100 = 12.5%.
