The comparison of different cars and believes that the sedan has a better mix of benefits in relation to price is known as B2B marketing.
<h3 /><h3>What is B2B marketing?</h3>
Business-to-business (B2B) is a form of transaction between businesses, a wholesaler and a retailer.
Business-to-business is conducted between companies, instead of a company and individual consumer.
Hence, the comparison of different cars and believes that the sedan has a better mix of benefits in relation to price is known as B2B marketing.
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Answer: 1. Capital Budgeting
2. Payback Period
3. Number of Years Prior to Full Recovery + (Unrecovered Cost at Start of Year / Cash flow during the year)
Explanation:
Payback period was the earliest <u>Capital Budgeting</u> selection criterion. The <u>Payback Period</u> is a "break-even" calculation in the sense...
The Payback period is one of the most simple methods in Capital Budgeting and the earliest as well. It simply checked how long it would take to pay back an investment which made it very alluring to investors who wanted to know how long it would be till they started getting a profit.
It therefore essentially checked when the project would Break-Even.
The formula is,
Number of Years Prior to Full Recovery + (Unrecovered Cost at Start of Year / Cash flow during the year)
This means that to calculate the Payback Period, for example, say the investment was $500 and the project brought in $120 for 5 years.
That would mean that in year 4 it would have brought it $480. Year 4 is the <em>Number of Years prior to Full recovery</em>.
The $20 left is the <em>Unrecovered cost at the start of the year</em> and the <em>Cashflow for the year is $120</em>. The Payback is therefore,
= 4 + (20/120)
= 4.17
Answer:
80 %
Explanation:
Given that,
Labor force = Employed people + Unemployed people
= 320,000
Total population 16 years of age or older = 400,000
Therefore, the labor force participation rate is as follows:
= (Labor force ÷ Population of 16 years of age or older) × 100
= (320,000 ÷ 400,000) × 100
= 80 %
Answer:
a. 16.50%
Explanation:
Find the beta as of last year using CAPM;
CAPM ; r = risk free + beta(Market risk premium)
0.125 = 0.03 + beta(0.0475)
Subtract 0.03 from both sides;
0.125-0.03 = 0.0475beta
0.095 = 0.0475beta
Divide both sides by 0.0475;
0.095/0.0475 = beta
beta = 2
Next, use CAPM again to find the new required return with a market risk premium is 4.75%+ 2% = 6.75%
r = 0.03 + 2(0.0675)
r = 0.03 + 0.135
r = 0.165 or 16.5%
Therefore, the new required return is 16.5%