Answer:
You can apply for scholarships, work in high school, and receive grants.
Explanation:
You can possibly graduate college without debt or little money owed back to a bank.
The first option is a scholarship, this money is usually only offered from a range of $500-fully paid tuition. You may have to apply to hundreds before you are granted some but they are offered from freshmen in high school all the way to almost graduating college.
Your second option is working, sophomore year is when you'd be able to get a job the earliest. Every paycheck you save about 20%, work all the way through college and you can save enough to pay for your first year, possibly second year of college. You could also work while you're a full-time student, it'd be hard work but it can be done.
Your third option, but not last is to apply for grants. This is basically free money, they differ from scholarships though. You do not have to pay grants back, and you can get sponsored by companies to pay your way through college.
The type of unemployment that Althea is experiencing is
called the frictional unemployment. Usually this occurs if there is a mismatch
between the employer and the worker. In relation to Althea’s situation, there is
“mismatch” because she prefers to teach at one of the top 10 universities in
her field despite receiving many job offers. In simpler terms, Althea is
looking for a better opportunity on the top 10 universities.
Answer:
a)
Cash debit : $150000
Debit discount on BP : $65000
Credit BP : $185000
Credit Paid-in Capital- Stock Warrants : $30000
b)
Cash debit : $150000
Debit discount on BP : $35000
Credit BP : $185000
Explanation:
Given that:
Issuance price = $150000, value of bonds without warrants = $126400, value of warrants = $31600,
Face value = $185000
a)
value assigned to bonds= [value of bonds without warrants/(value of bonds without warrants + value of warrants)] * issue price = [126400/(126400 + 31600)] * 1500000 = 126400 / 158000 * 150000 = $120000
value assigned to warrants = [value of warrants/(value of bonds without warrants+value of warrants)] * issue price = 31600 / (126400 + 31600) * 150000 = 31600 / 158000 * 150000 = $30000
Cash debit = Issuance price = $150000
Debit discount on BP = Face value - value assigned to bonds = $185000 - $120000 = $65000
Credit BP = face value = $185000
Credit Paid-in Capital- Stock Warrants = value assigned to warrants = $30000
b)
Cash debit = Issuance price = $150000
Debit discount on BP = Face value - issuance price = $185000 - $150000 = $35000
Credit BP = face value = $185000
Answer:
Cost of purchasing the shares = 180 x $13 = $2,340
Commission = 3% x $2,340 = $70.20
Explanation:
In this case, we need to calculate the cost of purchasing the shares. Thereafter, we will calculate commission based on 3% load (3% of $2,340).
