<span>By midpoint formula,
the percentage change in the price of a tie
= {( $55 - $45) / [($45 + $55)/2]} * 100
= (10/50) * 100
= 20 percent</span>
Answer:
- yes
- Because the state lottery provides for administrative hearings
Explanation:
The plaintiffs must exhaust their administrative remedies before a court of law would grant them the opportunity to pursue a legal action against the lottery board because it might a breach in communication or administration from the lottery board or the lottery director and the plaintiffs should seek to resolve the issues without having to seek a legal action but through administrative remedies and procedures which more swift in resolving such issues
Answer: B. your Debt to Credit ratio
Explanation:
Your debt to credit ratio is important to lenders because it shows whether you spend wisely when given debt.
Debt to credit is measured as the percentage of debt you have given your credit limit. If for instance you have a credit card limit of $50,000 and have debt of $10,000, your debt to credit ratio is:
= 10,000/50,000 * 100
= 20%
Generally the lower this ratio, the better the contribution to your credit score.
Answer:
Statement of Comprehensive Income for 2021;
Net Income = $1,376,000
Other Comprehensive income (loss):-
Foreign Currency Translation Gain (Net of Tax):
= $350,000 - 25% of $350,000
= $350,000 - $87,500
= $262,500
Unrealized losses on investment securities (Net of tax):
= $90,000 - 25% of $90,000
= $90,000 - $22,500
= ($67,500)
Total other Comprehensive income:
= Foreign Currency Translation Gain (Net of Tax) + Unrealized losses on investment securities (Net of tax)
= $262,500 + ($67,500)
= $262,500 - $67,500
= $195,000
Comprehensive Income = Net Income + Total other Comprehensive income
= $1,376,000 + $195,000
= $1,571,000
Answer:
Option (B) is correct.
Explanation:
Given that,
Project 1:
Initial investment = $120,000
Cash inflow Year 1, Year 2, Year 3, Year 4, Year 5 = $40,000
Hence,
Annual cash flow = $40,000
Payback period:
= Initial investment ÷ annual cash inflow
= $120,000 ÷ $40,000
= 3 years
Therefore, the payback period for Project I is 3 years.
