Answer:
She will earn $17.50.
Explanation:
Interest earned is the amount of interest earned on the a deposited amount in a saving amount on simple interest.
Balance in the account = $500
Interest rate = 3.5%
Interest earned = Average balance x Interest rate
Interest earned = $500 x 3.50%
Interest earned = $500 x 0.035
Interest earned = $17.50
Answer:
(a) 10.4%; 16.73%
(b) 6.33%
Explanation:
Given that,
Wages paid to the workers in 2016 = $25 per hour
Price level in 2016 = 241
Wages paid to the workers in 2017 = $41 per hour
Price level in 2017 = 245
Real wage rate in 2016:
= (Nominal wages ÷ Price level) × 100
= ($25 ÷ 241) × 100
= 0.104 × 100
= 10.4%
Real wage rate in 2017:
= (Nominal wages ÷ Price level) × 100
= ($41 ÷ 245) × 100
= 0.1673 × 100
= 16.73%
Therefore, the real wage increase received by these workers in 2017 is calculated as follows:
= Real wage rate in 2017 - Real wage rate in 2016
= 16.73% - 10.4%
= 6.33%
Hence, these workers do get a raise between the two years.
Answer:
40% , 24% and 16%
Explanation:
Total Amount invested = $2600
Portfolio is composed of :
Treasury bills paying 4%, Risky portfolio P, Two risky securities ( X and Y )
Optimal weights
X = 60% , Y = 40%
Expected rate of return
X = 16% , Y = 11%
<u>To form a complete portfolio with an expected rate of return of 8% </u>
Invest approximately 40% in risky portfolio
Invest approximately 24% and 16% of your complete portfolio in security X and Y
attached below is the detailed solution
Answer:
B. flextime plan.
Explanation:
A flextime plan is a schedule that allows employees to decide their start and finish hour which is what it is said in the case as Dee give her employees the option to choose when to begin and end their days. Also, this plan requires employees to always be at work at certain hours as it is indicated. This means that it is mandatory for employees to be at their job in certain times but out of that they can choose their schedule.
Answer:
39: $182.46
Explanation:
In this problem, the daily production level at the lowest average cost per player and the average cost (in $) can be estimated by considering the graph (average cost (y) against production level (x)) in the previous question. By drawing the graph up to scale, it can be deduced from the graph that the lowest average cost is approximately $182.46 and the production level at that point is 39.
