Answer:
These teams are both cross functional and project teams.
Explanation:
Cross functional team comprises of group of people who have different functional expertise and come from various aspects of organization.
These people come from different departments of the organization and work for a common goal.
Organizations often form cross-functional team for a short period for specific projects.
Here, this team is formed for the project of product launch so it is an example of cross functional project team.
Answer:
Commitment
Explanation:
It can be defined as an agreement to do something in the future. It is a relationship among two or more people which is based on a mutual and agreed commitment to one another and includes trust, honesty, love. The different forms of committed relationships are close friendship, marriage, and civil unions.
Answer:
$360,308
Explanation:
The computation of the total amount of interest revenue is shown below:
But before that we have to determine the annuity payment per year which is
Annuity payment per year is
= Fair value ÷ PVIFA for 10% for 5 years
= $991,692 ÷ 5.868
= $169,000
Now Total payments for eight years is
= $169,000 × 8
= $1,352,000
So, the amount of interest revenue is
= Total payments made for eight years - Fair value
= $1,352,000 - $991,692
= $360,308
Answer:
The correct answer is 842.1 Pesos and 941.18 Pesos.
Explanation:
According to the scenario, the given data are as follows:
Price of Jeans = $80
So, if exchange rate is $0.095 = 1 pesos
Then pesos required to buy that jeans can be calculated as follows:
Pesos required = $80 ÷ $0.095
= 842.1 Pesos
And if 1 Pesos = $0.085, then
Pesos required = $80 ÷ $0.085
= 941.18 Pesos
A similarity between mortgages and auto loans is that both are less risky for lenders.
Lenders are the ones who lend money to those who need it urgently, in the form of a mortgage, or perhaps an auto loan. This money is going to be repaid monthly, or in whatever way the contract stipulates. It is less risky for the lender because legally, this has to be repaid.
