Answer:
The new EPS is $ 3.16
Explanation:
In order to compute the earnings per share after the share repurchase the shares repurchased must deducted from the weighted average number of share of 320,000 before repurchase so as to arrive at the number of shares eligible for the earnings after such repurchase.
The number of shares repurchased=$634,000/$62.97
= 10,068.29
The average weighted number of shares after repurchase is 309,931.71 (320,000-10,068.29)
EPS after repurchase=$980,000/309,931.71
=$3.16 per share
Answer:
Supply side is the view point of the Firms or the Businesses.
Explanation:
As the law of demand deals with the consumers side, the law of supply deals with the suppliers or the firms/businesses.
this tries to explain the factors that affect the supply, such as the prices of the substitutes and complements, the price of a commodity itself, taxes, government subsidies, technological influences, etc...
in this question, the 1st option, consumer is wrong. However, in certain situations, Government can be acted as a "supplier" (if there is a government monopoly on the supply of a good or a service", and government is a heavy influencer of supply through the implementaion of taxes and subsidies!
Answer:
C. when they are incurred, whether or not cash is paid.
Explanation:
In accrual accounting, expenses are recorded in the moment they are incurred, even if they have not been paid for.
In fact, the term "accrued expense" means an expense that has been incurred, but not yet paid.
One common example of an accrued expense is accrued wages:
Suppose that a firm hires a worker on March 1, for a wage of $1,000 dollars per month, that is due to be paid at the end of the month (March 31). This worker is earning $33 per day. By March 4, the firm should have recorded accrued wages for $132 ($33 x 4 days) even if no payments will be made until March 31.
Answer:
A. -$425.91
Explanation:
Given that
Start up cost = 2700
Cash inflow 1 = 811
Cash inflow 2 = 924
Cash inflow 3 = 638
Cash inflow 4 = 510
Rate = 11.2% or 0.112
Recall that
NPV = E(CF/1 + i]^n) - initial investment or start up cost
Where
E = summation
CF = Cash flow
i = discount rate
n = years
Thus
NPV = -$2,700 + $811 / 1 + 0.112 + $924 / 1 + 0.112^2 + $638 / 1 + 0.112^3 + $510 / 1 + 0.112^4
NPV = -$425.91
Therefore, NPV = -$425.91
Answer:
correct option is B. 40.5
Explanation:
given data
P = 78 - 15 Q
Q = Q1 + Q2
MC1 = 3Q1
MC2 = 2Q2
to find out
What price should be charged to maximize profits
solution
we get here first total revenue and marginal revenue that is
total revenue TR = P × Q .......1
total revenue TR = 78Q - 15Q²
and
marginal revenue MR = 
marginal revenue MR = 78 - 30Q
now we get here
marginal revenue MR = MC1 = MC2
put here value
78 - 30Q1 - 30Q2 = 3 Q1 or 33 Q1 = 78 - 30Q2 ......................................a
78 - 30 Q1 - 30 Q2 = 2 Q2 or Q2 = 78 - 30Q1/32 ................................b
by equation a and b we get here
33 Q1 = 78 - 30 (78 - 
)
so here Q1 = 1 and
Q2 = 78 - 
Q2 = 1.5
so that Q will be
Q = Q1 + Q2
Q = 1 + 1.5
Q = 2.5
now we get value of P that is
P = 78 - 15 Q
P = 78 - 15 (2.5)
P = 40.5
so charged to maximize profits is 40.5
so correct option is B. 40.5
