Answer:
Debit Insurance expense $10,000
Credit Prepaid Insurance $10,000
Being entries to recognize insurance expense for the period (August to December).
Explanation:
Given;
Insurance policy was purchased on July 10 to run for 3 years.
Cost of policy = $72,000
Start date is August 1st. As at 31 December, the policy should have been amortized for 5 months (August to December)
Monthly depreciation = $72,000/(3 × 12)
= $2,000
Total amortization between August and December = 5 × $2,000
= $10,000
Journal entries
Debit Insurance expense $10,000
Credit Prepaid Insurance $10,000
Being entries to recognize insurance expense for the period (August to December).
Answer:
13.86%
Explanation:
Calculation to determine the flotation-adjusted (net) cost of its new common stock
Using this formula
Cost of new common stock(re) = [d1 / stock price (1-flotation cost)] +g
Let plug in the formula
Cost of new common stock(re)= [$1.36 / 33.35 (1 – 0.065)]+0.094
Cost of new common stock(re)= [$1.36 / 33.35 (0.935)]+0.094
Cost of new common stock(re)= [$1.36/31.182)+0.094
Cost of new common stock(re)=0.04361+0.094
Cost of new common stock(re)=0.1376*100
Cost of new common stock(re)=13.76%
Therefore the flotation-adjusted (net) cost of its new common stock will be 13.76%
Answer:
A) Job simplification.
Explanation:
Job simplification makes it easy to complete the whole task by dividing it into small steps. Basically this can improve productivity and efficiency.
For instance: A whole task was done by a single employee and it took him a day to complete it, through Job simplification task would be divided into steps and those sub tasks would be assigned to different employee's with a deadline to complete it in 6 hours, much less than the formal employee took.
Answer: 8%
Explanation:
The expected return is a weighted average of the returns given the probability of certain states of the economy:
= (Prob. of boom * return if boom) + (Prob. of normal * return if normal) + (Prob. of weak * return if weak)
= (20% * 35%) + (50% * 14%) + (30% * -20%)
= 0.07 + 0.07 - 0.06
= 8%
