Answer:
the annual rate of return on the painting was -13.17%
Explanation:
we will construct the equation for future value at the annual rate of return at which a principal of 1,680,000 return 1,100,000 in three years:
Principal 1,680,000
time 3 years
Amount 1,100,000
rate r
![r = \sqrt[3]{ 1,100,000 \div 1,680,000} -1](https://tex.z-dn.net/?f=r%20%3D%20%5Csqrt%5B3%5D%7B%201%2C100%2C000%20%5Cdiv%201%2C680%2C000%7D%20-1)
r = -0.131650681 = -13.17%
As expected, because the amount after three years is lower than the principa the rate of return is negative
Answer:
variable markup % = 60%
Explanation:
total units sold 22,000
total costs associated with selling the 22,000 units:
variable production costs $18 x 22,000 = $396,000
variable S&A costs $13 x 22,000 = $286,000
fixed overhead = $20,500
fixed S&A = $36,700
total costs = $739,200
total cost per unit = $33.60
selling price = $33.60 + $16 = $49.60
markup percentage = [(sales price - unit cost) / unit cost] x 100
the total markup % = [49.60 - 33.60) / 33.60] x 100 = 47.62%
but since we are going to calculate the markup percentage solely based on variable costs, then:
variable cost per unit = $31
selling price = $49.60
the variable markup % = [49.60 - 31) / 31] x 100 = 60%
Answer:
The correct answer is letter "B": The proceeds of the bond issue entirely as debt.
Explanation:
Under the U.S. General Accepted Accounting Principles (<em>GAAP</em>) the issuance costs of bonds are ignored for reporting purposes but the amount of sales revenues is recorded as debt. The amortization of the bond can be calculated using the <em>effective interest method</em> or the <em>straight-line method</em>.
