Answer:
A.$2.99
B.$1.15
Explanation:
Frantic Fast Foods
A.Computation of the earnings per share for the year 20X
Using this formula
Earnings per Share=Earnings after Taxes/Shares Outstanding
Let plug in the formula
900,000/301,000
=$2.99
The earnings per share for 20X1 will be $2.99
B. Computation of the earnings per share for the year 201X
Earnings after Taxes= 301,000 * 1.28 = 385,280
Shares Outstanding=301,000 + 32,000 = 333,000
Hence,
Earnings after Taxes/Shares Outstanding
385,280 / 333,000 = $1.15
Therefore the earnings per share for 20X1 will
be $1.15 .
Answer:
Real Estate-Related Investments.
Explanation:
Real estate related investments involves the purchase, management, renting and sale of real estate properties with the aim of making profit.
Real estate investment is capital intensive and has low liquidity compared to other forms of investment.
This will be a good option for the conservative investor because real estate investment is stable and not prone to huge losses that can be incurred in the money markets. Also real estate is not affected by equities market. So will be a safety net in case of failure in the equity market.
Answer:
(A) estimated annual costs and expected annual activity
Explanation:
The formula to compute the predetermined overhead rate is shown below:
Predetermined overhead rate = (Total estimated manufacturing overhead) ÷ (estimated direct labor-hours or estimated machine hours)
It is always calculated on the estimated amount and estimated annual activity i.e direct labor hours or machine hours
So the correct option is a.
Answer:
0.2925
Explanation:
Total variance = Systematic variance + Residual variance
= (β^2)Var(rM) + Var(e)
Where beta β= 1.80 and
residual standard deviation σ(e) = 0.35,
variance = (1.80^2)×0.25^2 + 0.3^2= .
=3.24 × 0.0625 + 0.09
= 0.2925
Answer:
b) perceived superior value
Explanation:
The coffee company is providing perceived superior value as it provides consumers with a unique coffee drinking experience and a loyalty rewards program. I hope my answer helps you