Answer:
A , C, D
Explanation:
Answers:
A: Try to convince the coach to give them more money
C: Quit the Team
D: Attend fewer practices
A small start-up is a good fit for Alex.
Startups are frequently internet- or technology-based firms with broad market appeal. On the other hand, you don't need a sizable market to expand into in order to run a small firm. All you need is a market, and you must be able to effectively contact and service every member of that market.
Despite their tiny size, startups can have a big impact on the expansion of the economy. Startups are the epicenters of the invention; they generate jobs, which increases employment and boosts the economy; and they have a noticeable influence on the cities in which they settle.
After a few years of operation, startups are on the road to success. While small firms develop quickly, they can only do so if they start to see success over time. A startup needs time to develop and gain a large customer base that can use its product.
Types of startups are:
- Buyable startups
- Scalable startups
- Offshoot startups
- Social startups
To know more about startups refer to: brainly.com/question/14488761
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The debt to equity ratio for the period, based on the total liabilities and total equity, would be 1.31
<h3>How to find the debt to equity ratio?</h3>
The debt to equity ratio shows the amount of debt that a company has as a ratio of the debts to the equity that the company has.
The debt to equity ratio can be found by the formula:
= Total liabilities / Total Equity
Total liabilities = $16, 113, 000
Total equity = $12, 300, 000
The debt to equity ratio is therefore:
= 16, 113, 000 / 12, 300, 000
= 1.31
Find out more on the debt to equity ratio at brainly.com/question/27993089
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Answer:
The alignment of numbers in the first part of the question is off. However, you solve this question as shown below. The correct answer is C. $1,124.
Explanation:
This is a one-time cashflow type of question where the principal amount is invested once and no other addition is made to the account. You use the future value formula to solve the result of the compounding effect at year 3.
FV formula;
FV = PV(1+r)^n
PV = 800
discount rate; r = 12% or 0.12
total duration of investment; n = 3
therefore; FV = 800(1+0.12)^3
FV = 800 * 1.404928
FV = 1123.94
To the nearest whole dollar, the amount will grow to $1,124
