We will examine the annual growth rate of the following question.
Formula for calculating the annual growth rate is Growth Percentage Over One year =[ (F÷S) ¹/y - 1] ₓ 100
where F= final value
S= start value
y= Number of years.
(1,350000÷150) y= 2010-1895=115
∴ [(1,350,000÷150) ¹/₁₁₅ - 1] × 100
= (9000¹/₁₁₅ - 1) ₓ 100
= (1.082393 - 1) ₓ 100
= 8.24%
Over the course of 115 years the winners prize money grew from $150.00 to $1,350,000.00, its annual growth rate = 8.24%
Please Note, raising a value a to the ¹/<em>b</em> exponent is equivalent to taking the <em>b</em>th root of a. You will likely need a calculator with an " ![\sqrt[n]{x}](https://tex.z-dn.net/?f=%5Csqrt%5Bn%5D%7Bx%7D)
<em>" </em>button, or a good online calculator.
Couldn't find the basic symbols, had to improvise.
B. A company with a focused scope is much easier because a brand image is like a person's signature style. It's what distinguishes you from all the other brands.
Answer: Indirect Exporting
Explanation:
Indirect exporting describes a scenario where an entity exports to another country through an intermediary. They essentially sell to this intermediary and this intermediary then sells to consumers in other countries.
Much like investment banks underwriting stock, this type of exporting has very little risk and commitment attached because it simply involves one selling everything to an intermediary. The company exporting has therefore absolved itself of further risk which will then be incurred by the intermediary. t
The intermediary will however buy the goods at a discount due to the risk they take on. As a result, this gives less profit.
Answer:
true
Explanation:
items first before listing the price
Answer:
c. The maturity risk premium is assumed to be zero.
Explanation:
In the case when the term structure of the rate of interest would be measured via the pure expectations theory so here the maturity risk premium would be zero as under this theory it is assumed that the risk premium i.e. of the long term would be equivalent to the zero
Therefore the option c is correct
And, the rest of the options seems wrong
