Answer:
Total Net Sales = $1475000
Explanation:
Average Accounts Receivables = (250000 + 300000) / 2
Average Accounts Receivables = 275000
Accounts Receivables Turnover = Credit sales / Average Accounts Receivables
So,
5 = Credit Sales / 275000
5 * 275000 = Credit Sales
Credit Sales = $1375000
Total Sales = Credit Sales + Cash Sales
Total Sales = 1375000 + 100000 = $1475000
Answer:With unbounded message transmission time, clock differences are necessarily unbounded.
Explanation:Any user of network time protocol service must communicate by means of message passed over a communication channel.If there is a possibilty for bound to be set on time to transmit a message over a communication
channel, then the difference between the client’s clock and the value supplied by the network tiime protocol service would also be
bounded.
Answer:
D) Yes, as long as he actually communicates the revocation to Hal and Sophia (or their agent) prior to acceptance.
Explanation:
In contract law, an offer can always be taken back as long as the other party hasn't accepted it yet. In this case, Jack agreed to make an offer about the restaurant and he even included certain details that apparently were important (non-competition agreement), but since Hal and Sophia haven't accepted it yet, Jack can take it back without fear of any claim being made against him. All he has to do is communicate his decision of taking back his offer to either Hal or Sophia, or their agent (if there is one).
Answer:
$0
Explanation:
The net income is the difference between the sales and total cost which comprises of the variable cost and fixed cost. The sales and variable cost are dependent on the number of units sold.
Let
u = number of units
s = selling price per unit
v = variable cost per unit
F = Fixed cost
I = Net income
I = su - F - vu
but vu = 0.3su
Hence
I = su - 0.3su - F = 0.7su - F
Given that the proposal will increase sales by $12,000,
New sales = su + 12000 ( in $)
and total fixed costs by $8,400
New fixed cost = F + 8400
New variable cost = 0.3( su + 12000) = 0.3su + 3600
New net income = su + 12000 - 0.3su - 3600 - F - 8400
= 0.7su - F
New net income is same as the old net income hence no increase.
