The answer to this question is Transformational
leaders.
<span>Transformational leaders are leaders who inspire
their subordinates / followers by being a role model in order for the members
or followers to enhance their performance. Transformational leaders increase
the morale of the members by creating a vision for them to be guided and
inspire the members to do their best and be motivated always.</span>
Answer:
that he should reduce his prices. Yachts are luxury goods and therefore exhibit a high price elasticity of demand. Thus, reducing prices would increase revenue.
Explanation:
Luxury goods usually have a high elasticity of demand when compared with necessity goods which are highly inelastic.
An elastic demand means that a change in price would have a considerable impact on quantity demanded.
Therefore, if the price of the yachts which is a luxury good with high elasticity is reduced, demand for yachts would increase and revenue would increase.
As far as I remember, at the end of the systems implementation phase, the final report to management should include these elements:
1. <span>a comparison of actual costs and schedules to the original estimates;
2. </span>final versions of all system documentation;
3. <span>planned modifications and enhancements to the system that have been identified;
It's necessary thing in system analysis.</span>
Answer:
a) legal promise to repay a debt.
Explanation:
A bond is an agreement that is made between the issuer or the bank or the financial institution and the borrower.
The agreement was made in written specify the terms and conditions which involve the borrowed amount, interest rate, and the time period in which the borrower promises to pay back the money to the financial institution.
Answer: $45,862.29
Explanation:
This question relates to the Present value of an Annuity.
The original price would be the present value of the payments and since the payments are constant over a period, they are an annuity
Interest/ r = 2.25/12 months = 0.1875%
Periods/ n = 4 * 12 months = 48 months
= Payment * (( 1 - ( 1 + r) ^ n)/ r)
= 1,000 * (( 1 - ( 1 + 0.1875%)^48) / 0.1875%)
= $45,862.29
