Answer:
Oct 1
Dr Supplies $620
Cr Accounts Payable $620
Oct 6
Dr Cash $350
Cr Fees Earned $350
Octd 7
Dr Equipment $2500
Cr Cash$900
Cr Accounts Payable $1400
Oct 9
Dr Accounts Payable $620
Cr Cash $620
Explanation:
Preparation of the journal entries
Oct 1
Dr Supplies $620
Cr Accounts Payable $620
Oct 6
Dr Cash $350
Cr Fees Earned $350
Octd 7
Dr Equipment $2500
Cr Cash$900
Cr Accounts Payable $1400
($2,500-$900)
Oct 9
Dr Accounts Payable $620
Cr Cash $620
Answer:
B. False
Explanation:
Flotation costs are cost that are concerned with issuing new common stock. It is the amount of money or cost incurred by an organization when offering its securities to the public. The cost may include legal fees, auditing fees and registration fees. When the flotation cost goes higher, firms are more likely to use debts rather than preferred stock. This is simply because debt is lesser than both common stock and preferred stock. Also, its fallacy to think that preferred stock doesnt have flotation cost. Its only that its not as high as the ones for new common equity.
Answer:
The answer is Y = C + I + G + NX
Explanation:
National income can be represented as: Y = C + I + G + NX
where Y is the national income
C is the consumers' consumption or households' expenses on goods and services
I is the firms' investment. Investment done by businesses on procuring non-current assets used in production
G is the government expenditure.
NX is the net export. Net export is the difference between the total value of export and total value of import in a year.
Answer: 8.45%
Explanation:
From the question, we are informed that Holmes Company's currently has an outstanding bonds and has a 8% coupon and a 13% yield to maturity.
We are further told that Holmes believes it could issue new bonds at par that would provide a similar yield to maturity and that its marginal tax rate is 35%.
Holmes's after-tax cost of debt will therefore be calculated as:
= Yield to maturity × (1 - Marginal tax rate)
= 13% × (1 - 35%)
= 13% × (65%)
= 0.13 × 0.65
= 0.0845
= 8.45%