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N76 [4]
3 years ago
10

The federal government wants more people to buy hybrid or electric cars. currently, they are more expensive than cars fueled by

gas or diesel. in a market or mixed economy, what might the government do to benefit the car manufactures and encourage people to buy hybrid or electric cars?
Business
1 answer:
zavuch27 [327]3 years ago
7 0
<span>Government encourages people to buy hybrid or electric cars even though it is more expensive than the fuelled gas / diesel cars. With this the government gives financial incentives to people who will buy hybrid cars. With this plan it will lessen the pollution and it will also give benefit to the car manufacturers.</span>
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"Our teams in different countries have learned a great deal, and I am putting together an international team to study and share
KIM [24]

Answer:

c. Encourage team members to socialize online by sharing photos and videos. Reach out to people from cultures where proactively sharing ideas is not valued.

Explanation:

According to a different source, these are the options that come with this question:

a. Speak about everyone on the team as though they are the same to help team members feel they are being treated equally. Do not single people out for special recognition.

b. Understand that some people use online technology more than others and cannot be expected to participate as much. Accept that Internet culture often involves “trolling,” or disrespectful disagreement, and do not interfere if this happens.

c. Encourage team members to socialize online by sharing photos and videos. Reach out to people from cultures where proactively sharing ideas is not valued.

d. To promote a sense of privacy, do not monitor online team communications. Keep information that may change frequently to yourself, as sharing it would be confusing.

This is the strategy that is most likely to help this person develop his team. It is important to understand that, if this is an international team made up of many different people from different countries, then it is likely that most interaction will take place online. Therefore, it is important to encourage them to utilize the online resources that are available to them, such as sharing pictures and videos. It is also important to motivate them to proactively share ideas, especially those who come from countries where this is not particularly valued.

5 0
3 years ago
Expected direct materials purchases in Metlock Company are $204000 in the first quarter and $264000 in the second quarter. 35 pe
Nataliya [291]

Answer:

The budgeted cash payments for the second quarter are $225000

Explanation:

The cash payments in the second quarter will comprise of cash purchases for the second quarter which are 35% of purchases for the second quarter along with 65% of payments due for purchases of the first quarter.

The cash payment budgetedn for the second quarter is,

Cash payment = 0.35 * 264000 + 0.65 * 204000  = $225000

6 0
3 years ago
A(n) ____ strategy requires little initial investment, is heavily regulated, and provides little opportunity to modify products
Leni [432]

<span>The answer to this question is importing/exporting strategy. Importing is when a product is being brought into the country because they lack of these products or services. While in exporting, this is when a business is increasing its market by supplying its products and services to a different country.</span>

6 0
3 years ago
XYZ Corporation has declared a rights offering to stockholders of record on Wednesday, November 15th. Under the offer, sharehold
Kamila [148]

Answer:

The customer can buy 40 shares at $960.

Explanation:

Step 1: The number of shares the customer can buy can be calculate as follows:

NSCB = NSOC ÷ NSNS ......................................... (1)

Where;

NSCB = Number of shares a customer can buy = ?

NSOC = Number of shares owned by the customer = 200

NSNS = Number of shares needed to subscribe to one new share  = 5

Substituting the values into equation (1), we have:

NSCB = 200 ÷ 5 = 40 shares

Therefore, The number of shares the customer can buy is 40 shares.

Step 2: The amount to pay for the number of shares the customer can buy can be calculated as follows:

ANSCB = NSCB × PNS .............................. (2)

Where;

ANSCB = Amount to pay for the number of shares the customer can buy = ?

NSCB = Number of shares a customer can buy = 40

PNS = Price of the new share  = $24

Substituting the values into equation (2), we have:

ANSCB = 40 × 24 = $960

Therefore, the customer can buy 40 shares at $960.

6 0
3 years ago
You can invest in an account that pays simple interest or an account that pays compound interest. In either case, you plan to in
trasher [3.6K]

Answer:

You will receive $201.38 more interest if the investment is made with a compound interest rate rather than a simple interest rate.

Explanation:

<u>Simple interest rate</u>

We can calculate how much interests you'd obtain if you deposited the $2,600 in a simple interest rate account.

We start using the following formula for calculating the simple interests:

I=P * r

Where:

<em>I</em> are the interests per year,

<em>P</em> is the amount being invested,

<em>r</em> is the interest rate.

Replacing in the formula with the given values we have:

I=2600*0.05=130

We then proceed to multiply this result by the <em>given number of years</em>, which is 8. We get 130*8=1040.

Finishing with the <em>simple interest rate</em>, if we wanted to know how much is the investment worth at the end of a 8 year period, we must merely add <em>the principal</em> (the $2,600) to the total interests after the end of the period ($1040). So 2600+1040= 3640.

We'll use these results later.

<u>Compound interest rate</u>

The formula for compound interests is the following:

I=P(1+r)^n

Where:

<em>I</em> is the value of the investment after <em>n</em> years,

<em>P</em> is the principal amount being invested,

<em>r</em> is the interest rate,

<em>n</em> are the number of years the investment is compounded.

Replacing in the formula with the given values we have:

I=2600*(1+0.05)^8=3841.38

After the 8 year period, the investor will have $3841.38 in it's compounded interest account.

<u>Comparing these results</u>

<u></u>

We can simply substract the value of both investments at the end of a 8 year period, to determine how much more interest does the compound interest rate account give in relation to a simple interest rate account.

The values we've gotten were:

$3,640 for the simple interest rate account, and

$3,841.38 for the compounded interest rate account.

3841.38-3640=201.38. Therefore the answer is: the account that pays compounded interests will pay $201.38 more to this invididual, compared to an account that pays simple interest.

8 0
3 years ago
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