Sorry but you need to answer this one bud. I would help you if I could but I don't know what makes you, well you. :)
Answer: Option D
Explanation:The optimal spacing for corn seed plant seeds 1.5 to 2 inches deep and 4 to 6 inches apart and rows spacing should be 30 to 36 inches apart. From the above case, the rows spacing is reduced by half which will increase the number of corn plant per acre which would lead to overall more profit from more yield.
Therefore the most appropriate answer to the space given above is option D.
Answer: Reach out to her Medicaid for their programs
Explanation:
There are programs that are set up to assist retiree's. Mrs Park should reach out to her state Medicaid agency and enquire if she is qualified for the programs they run which would assist her income.
Answer:
The correct answer is All of the options are true.
Explanation:
Proforma financial statements are projected statements. Generally, the data is forecast one year in advance, for example, in a transformation company the proforma status obtained based on the master budget is very complete, all projections are seen starting with the sales forecast and from this They make the other projections.
The Proforma Financial Statements are states that contain, in whole or in part, one or more assumptions or hypotheses in order to show what the financial situation or the results of the operations would be if they occurred.
Answer:
b. 5.27%
Explanation:
First, find the PV of the bond today. With a financial calculator, input the following and adjust the variables to semi-annual basis;
Face value; FV = 1000
Maturity of bond; N = 15*2 = 30
Semiannual coupon payment = (8.75%/2)*1000 = 43.75
Semi annual interest rate; I/Y = 3.25%
then compute Price; CPT PV= 1,213.547
Next, with the PV , compute the yield to call (I/Y) given 6 years;
Maturity of bond; N = 6*2 = 12
Semiannual coupon payment = (8.75%/2)*1000 = 43.75
Price; PV= -1,213.547
Face value; FV = 1,050
then compute Semiannual interest rate; CPT I/Y = 2.636%
Convert the semiannual rate to annual yield to call = 2.636*2 = 5.27%
