<span>The opportunity cost per week to attend class is forty four dollars. Ten dollars per hour while you are attending class. If you were not attending class, you could be working. Ten dollars for the drive to school and four dollars for the gas.</span>
Answer:
The correct answer would be, Decline in Customers.
Explanation:
P.T. Barnum was a successful American promoter. He founded Ringling Bros. and Barnum & Bailey Circus in 1871. At a young age, he moved to New York and tried a lot of businesses including newspaper publishing and running a boarding house.
He started the circus in 1871 which became a huge success just because of his work plus the tactics of advertisement he used to promote his work. According to him, Decline in the customers happen without publicity. He believed that people will come to see your show only if you have attracted them enough to get them out of their houses and come to see your show through your powerful advertisements.
<span>The error is called a comma split. That is because the two clauses are connected with a comma without a conjunction and this is ungrammatical. You should either turn them into two sentences, or add a conjunction, or turn the comma into a semi-colon. This way you would correct the error.</span>
Answer:
The sustainable growth rate is 16.52%
Explanation:
To compute the substantial growth rate, first, we have to calculate the retention ratio. The formula to compute the retention ratio is shown below:
= 1 – payout ratio
= 1 – 0.16
=0.84 or 84%
Now, we use the formula of substantial growth rate which is shown below:
= (Return on equity × retention ratio) ÷ { 1 - (Return on equity × retention ratio)}
where,
Return on equity = (Net income ÷ total equity) × 100
= ($3,640 ÷ $21,560) × 100
= 16.88%
= (16.88% × 84%) ÷ ( 1 - 16.88% × 84%)
= 0.141792 ÷ (1 - 0.141792 )
= 0.141792 ÷ 0.858208
= 0.1652 or 16.52%
Answer:
The average defective rate of the samples is:
6.3 samples per day
Explanation:
To calculate the average or mean defective rate, we will compute the total number of defective samples, and divide the result by the total number of days. It is important to note that day 7 is ignored during this calculation because there was no defective DNA sample on that day, hence it does not contribute to the average defective samples.
Total Defective DNA sample = 7 + 6 + 6 + 9 + 5 + 6 + 8 + 9 + 1 = 57
Total number of days = 9 ( Days 1 to 6, and 8 to 10).
Therefore, average defective rate = Total Defective DNA sample ÷ Total number of days
= 57 ÷ 9 = 6.3 DNA samples
