Answer:
d. purchase the machine because each partner has one vote in management matters
Explanation:
Since in the question it is mentioned that the partners vote whether or not to buy a new machine for $100 so the violet and William would agree on this but Xavier does not agree
Now according to this situation the machine should be purchased as each partner vote is necessary also there is a majority of 2 person to buy the machine
hence, the option d is correct
Answer: You've seen a 7-percent increase in online sales.
Explanation:
A 7-percent increase in online sales will iindicate that the user-generated content is getting a better response.
Option A is Incorrect as 3,000 users posting photos or videos doesn't indicate that there social media strategy used is working for the company.
Option B and C isn't correct as well. Option D shows that the social media strategy is having a positive impact as there's an increase in sales.
Answer:
$84,147.26
Explanation:
For this question, we use the Future value formula that is shown in the spreadsheet attachment below:
Data provided in the question
Present value = $0
Rate of interest = 9%
NPER = 8 years
PMT = $7,000
The formula is shown below:
= -FV(Rate;NPER;PMT;PV;type)
So, after solving this, the future value is $84,147.26
Answer:
C) 20,318
Explanation:
The projected revenue for the month is 249,000
Desired monthly rent is 8% of revenue,
monthly rent will be
=8% of 249,000
=0.08 x 249,000
=19,920
Common area fees are 2% of rent
=2% of 19,920
=0.02 x 19,920
=398.4
the total of rent plus common area fees will be
=19,920 + 398.4
=20,318.4
Answer:
$75.12 million
Explanation:
For computation of Valence's share price first we need to find out the share price which is shown below:-
Share price = (Paid earning of Valence × Ended year of expected earning) ÷ (Equity cost of capital - Expected growth rate)
= (40% × $800 million) ÷ (9% - 7%)
= (0.4 × $800 million) ÷ (0.09 - 0.07)
= $320 million ÷ 0.02
= $16,000 million
Now, Valence's share price
= Total value ÷ Outstanding total shares
= $16,000 million ÷ 213 million
= $75.12 million