Answer:
The yield to call is 5.07%
Explanation:
The yield to call can be computed using the rate formula in excel,which is given as :=rate(nper,pmt,-pv,fv)
nper is the number of years to call which is 6 years
pmt is the annual interest coupon payable by the bond,which is :6.75%*$1000=$67.5
The pv is the current price at which the bond is offered to investors. i.e $1,135.25
fv is the price at the bond would be called in six years i.e par value+premium
par value is $1000
premium is $67.5
call price is $1067.5
=rate(6,67.5,-1135.25,1067.5)
rate=5.07%
We can calculate the
cost of goods manufactures using the formula:
Total Cost = Cost of
Direct Materials + Direct Labor Cost + Overhead Cost – Inventory
Substituting the known
values:
<span>Total Cost = $35,000 + $73,000 + $114,000 – ($32,000 - $28,000)</span>
Total
Cost = $218,000 -----> ANSWERWe
deduct the initial from the final inventory to get the balance.
<span> </span>
Many times junk bonds are a high risk bond, but are also a high return. They are more popular during a bear market for this reason only. Sine they have a high return it compensates for the high risk. The junk bonds can also help a persons personal portfolio. Junk bonds also issues with a 10 year term or less. A bear market is when there is a steady drop or stagnation in the market over a period of time.
Answer: Online Sales Taxes
Explanation:
Taxes has grown much bigger for most online retailers, when the like of Amazon started selling products online they were not billed to pay tax, those taxed then where companies who had a building(structure) but now online stores are now subject to taxes.
Some of the tax are much that it affects sellers who are not able to break even and make profit, especially when they don't meet targets they've set for themselves.
Answer:
The answer is below.
Explanation:
The z score is a used in statistics to determine by how many standard deviations the raw score is above or below the mean. The z score is given by:

a) Given that n = 100, μ = 2000, σ = 18
For x < 1995 millimeters:

From the normal distribution table, P(x < 1995) = P(z < -2.78) = 0.0027
b) P(z > z*) = 10% = 0.1
P(z < z*) = 1 - 0.1 = 0.9
z* = 1.28

From the normal distribution table, P(z < z