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Lina20 [59]
3 years ago
8

You often find that employees choose a health care plan without carefully considering their options. In fact, sometimes employee

s realize they are spending too much for health care or that they lack health care options, and they end up blaming you for not informing them sufficiently of their options ahead of time. You want employees to attend the fair and take the time to carefully weigh their options. Which of the following statements is most likely to attract employees to the fair to do so?
A. This presentation helps you choose which of the five health insurance options works best for your family.
B. This presentation discusses the relative benefits and costs of each health care option.
C. In this presentation, we provide you with the answers you need about the five health insurance options.
Business
1 answer:
kupik [55]3 years ago
8 0

Answer: This presentation helps you choose which of the five health insurance options works best for your family.

Explanation:

From the question, we are informed that employees usually choose a health care plan without carefully considering their options and they end up blaming someone else for not informing them sufficiently of their options ahead of time.

Due to this reason, the person want the employees to attend a fair and take the time to carefully weigh their options. Of the options given, the correct answer is that "this presentation helps you choose which of the five health insurance options works best for your family".

Emphasis is been placed on choice as the employees can choose what works best for them. A simple language is also used to pass the message across.

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Sarah Gray wants to invest a certain sum of money at the end of each year for five years. The investment will earn 4% compounded
guajiro [1.7K]

Answer:

How should she compute her required annual investment?

$ 36.987  

Explanation:

With the present value formula we can calculate how she has to invest today to get $45,000 at the end of the 5 years, with a compounded rate of 4%.

Principal Present Value  =  F /  (1 + r)^t  

In this case we have the future value and we need to find the present value that we have to invest to get the money expected.

Principal Present Value  =  45,000 /  (1 + 4%)^5 = $36,987  

If we invest today $36,987, with a compounded interest rate of 4% we get at the end of the period, 5 years, the total sum of $45,000.

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3 years ago
cual de los tres tres grandes grupos culturales que predominan en america latina te parece que tiene mas en nuestro pais y porqu
schepotkina [342]
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3 0
3 years ago
A sports team's owner is given a videotape of his star player physically striking his girlfriend in an elevator, causing her sev
mario62 [17]

Answer:

The answer is: John Akers would have probably fired the player and made the video public.

Explanation:

Akers firmly believed that ethics were fundamental to economic competitiveness. He argued that without ethical behavior, individuals, corporations and society as a whole couldn´t be economically competitive.

So in this case, he would have simply terminated the players contract without regarding any of the potential downsides for the team.

8 0
3 years ago
Minor Electric has received a special one-time order for 600 light fixtures (units) at $8 per unit. Minor currently produces and
chubhunter [2.5K]

Answer:

700 units

Explanation:

Calculation for the what the size of the order will be.

Using this formula

Unit to sell= Total additional fixed costs + desired profit / Contribution margin per unit=

Let plug in the formula

Units to sell=$550 + $850 / (8-6)

Units to sell= $1,400/2

Units to sell=700 units

Therefore the size of the order will be 700 units

6 0
3 years ago
A credit card company advertises an APR of 15.3% compounded daily. What is the effective interest rate? Round your answer to two
Yuliya22 [10]

Answer: 16.53%

Explanation:

Given the following :

Annual percentage rate(r) = 15. 3% = 0.153

n = number of compounding periods in a year

p = number of compounding periods rate is required for

Number of days in a year = 365 = n

p = 365

Effective interest rate (E) is given as :

E = [( 1 + (r / n) )^p] - 1

E = [(1 + (0.153 / 365)) ^365] - 1

E = [ (1 + 0.0004191) ^365] - 1

E = [1.0004191^365] - 1

E = 1.1652876 - 1

E = 0.1652876

Effective Interest rate = (0.1652876 × 100)%

Effective interest rate = 16.53%

4 0
3 years ago
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