Answer:
B. 75%.
Explanation:
The formula to compute the long-term debt to equity ratio is shown below:
= (Long term debt) ÷ (total shareholder equity) × 100
= ($360 ÷ $480) × 100
= 75%
All other information which is given in the question is not consider for the computation part. Hence, ignored it
We simply divide the long term debt with the total shareholder equity to find out the ratio between them
Answer:
$5
Explanation:
The computation of Alice's consumer surplus is shown below:
Consumer surplus = Willing to spend - Market price after considering the discount
where
Willing to spend = $30
Market price equals to
= Purchase a pair of jeans - coupon rate
= $35 - $10
= $25
So, the consumer surplus is equal to
= $30 - $25
= $5
B) Multimedia artist and animator
Explanation:
As she works in multimedia forms and creates special effects for film, video and computer program J<u>anice will find her skills to be the most useful when she works as a multimedia artist and an animator</u>.
<u>It is a job with great scope and variety of work ranging from computer graphics, graphic designing and designing games and effects from films</u>.
As it is a growing industry Janice will find different avenues as she carves out these niches for herself.
Answer:
The correct option is A,5.72 times
Explanation:
The number of times that interest charges gives a sense of how financial stable is in its ability to pay interest on bonds as at when due.It is key consideration for prospective bondholders when assessing whether to buy bonds in a particular company
Number of times interest charges earned=net income before interest/interest
net income before interest charges=net income+interest charges
net income is $340,000
interest charges=$1,200,000*6%=$72,000
net income before interest charges=$340,000+$72,000=$412,000
number of times interest was earned=$412,000/$72,000=5.72
Answer: $45,862.29
Explanation:
This question relates to the Present value of an Annuity.
The original price would be the present value of the payments and since the payments are constant over a period, they are an annuity
Interest/ r = 2.25/12 months = 0.1875%
Periods/ n = 4 * 12 months = 48 months
= Payment * (( 1 - ( 1 + r) ^ n)/ r)
= 1,000 * (( 1 - ( 1 + 0.1875%)^48) / 0.1875%)
= $45,862.29
