Answer:
Laffer curve.
Explanation:
Laffer Curve is developed by
Arthur Laffer. It is used to show the relationship between tax rates and the amount of tax revenue collected by governments of a particular country. Laffer curve is used to demonstrate Laffer’s argument that sometimes cutting tax rates can increase total tax revenue.
Laffer curve shows the relationship that occurs between the tax rate and the amount of tax revenue collected
The relationship between the tax rate and the amount of tax revenue collected is called the LAFFER CURVE curve. This curve shows that TAX CUT CAN INCREASE TAX REVENUE.
The drawing of a laffer curve has been attached
Answer:
We'll start by putting into consideration, the large sample variance at the numerator.
Barron's Variance will be represented using 1 as the subscript.
i.e.
1 = $583 million
2 = $489 million
So,
0: 1²= 2²
: 1² ≠ 2²
=1² / 2²=
= $583 million² / $489 million²
= 583²/489²
= 1.42
Degrees of freedom 15 and 9
Using F table, area in tail is greater than 0.10.
Two-tail p-value is greater than .20
Exact p-value corresponding to F= 1.42 is .5874 (See F table)
p-value > .10
So,we do not reject 0.
We cannot conclude there is a statistically significant difference between the variances for the two companies.
Answer:
The answer is "15 minutes"
Explanation:
I will approximately spend 15 minutes on prewriting once i have gathered the information needed.
Answer:
heheheheheheheheheheheheheheheheheheheheheheheheheheheheeheheheheheheehehehehehe.
Answer: c. The subscription began about 10 days before the 15th of the month.
Explanation:
With the first month's payments being pro-rated for the amount due up until the 15th of the month plus the next month's bill amount payments, the likely possibility is that the customer started their first subscription 10 days before the 15th of the first month.
This would then mean that they were charged the daily rate for each of those 10 days which amounted to $15. The daily rate can be calculated by dividing $45 by 30 days because $45 is the rate for the month according to the question.
= 45/30
= $1.5 a day.
