Answer:
102.99 hours needed
Explanation:
Zu = K (U^n)
Zu= estimation of tower which is for 8
U= number of tower which is 8
n= log0.94/log2

Answer:
Correct answer is C (just took the test)
Explanation:
A. All receivables that are expected to be realized in cash within a year are reported in the current assets section of the balance sheet
Explanation:
There are several reasons involved in the reasons why large companies hire celebrities to appear in their marketing communications.
<u>Strategically, using a celebrity on the media can attract attention to the company, due to the large number of people who are curious and are influenced by the values and habits of a certain celebrity, in addition to transmitting reliability to a product or service, which generates attraction of target audience for the brand. Other advantages involved are that celebrities add value to the ad.
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However, to be an effective marketing strategy, it is necessary that the profile and lifestyle of the celebrity are consistent with the values of the company and its target audience, so that an accurate communication that brings success to the company can be transmitted.
A product or service that uses celebrities in its ads is the company Calvin Klein, which prints billboards with celebrities wearing their pieces in various appropriate locations, which is a strategy that adds value to the product, and makes the company recognized and strong market positioning.
Answer:
Avoidable interest is $272,064.
Explanation:
Compute the interest on new notes payable, using the equation as shown below:
Interest = Principalof 13% note payable × Rate of interest
=$1,059,300×13%
=$137,709
Hence, the interest of new notes payable is $137,709.
Compute the interest of outstanding notes payable using the equation as follows:
Interest = Outstanding principal × Weighted average interest rate
=$1,268,700×10.59%
=$134,355
Hence, the interest of outstanding principal which is needed to be considered for the calculation of avoidable interest is $134,355
Avoidable interest is $272,064.