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Charra [1.4K]
3 years ago
5

Do you think it is possible for an outsider to accurately discern about the underlying cultural values of an organization by ana

lyzing symbols, ceremonies, dress, or other observable aspects of culture in comparison to an insider with several years of work experience? Select a percentage (e.g., 10%, 70%, etc.) and explain your reasoning.
Business
1 answer:
Rudiy273 years ago
5 0

Answer:

From the given variables, an outsider might be able to understand roughly 35% of the organization's culture.

Explanation:

Culture is ultimately a state of mind, a mode of perception and a collective conscious.

Symbols, Ceremonies, dress and other observable aspects of culture reflects a certain degree of the internal culture, yet to understand it full, it is vital to observe the human behavior and the inter relationships within the organization.

Moreover, the power distance between ranks, distribution of authority and responsibilities, reward systems, means of communication and organizational goals  also influences  the culture within a company. These aspects are difficult for an outsider to see as they do not stay inside and get exposed to the internal environment of the organization.

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nirvana33 [79]

Answer:

The amount left in the account after last withdrawal is $61,945

Explanation:

The first monthly deposit occurred on June 1, 2008 and the last monthly deposit will be on January 1, 2015 = 80 deposit

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Interest rate = 12% / 1% per month

Firstly, we calculate the future worth of the monthly deposit

FW = A(F/A, i, n)

A = 2,100, i = 1%, n= 80

FW = $2100*[(1+0.01)^80 - 1 / 0.01]

FW = $2100*[2.216715 - 1 / 0.01]

FW = $2100*(121.671)

FW = $255,509.10

We calculate the effective interest rate

i(effective) = (1 + i nominal monthly interest rate)^n - 1

i `%, n = 3(no of months in quarter)

i (effective) = (1+0.01)^3 - 1

i (effective) = (1.01)^3 - 1

i (effective) = 1.030301 - 1

i (effective) = 0.030301

i (effective) = 3.0301%

The effective quarterly interest rate is 3.0301%

We calculate the future worth of the quarterly drawings

FW = A[(1+i)^n - 1 / i]

A = 5,000(drawing), i = 3.0301%, n = 26(number of drawings)

FW = 5,000*[(1+0.030301)^26 - 1 / 0.030301]

FW = 5,000*[2.17303717 - 1 / 0.030301]

FW = 5,000*(38.71282)

FW = $193,564.10

The future worth of the quarterly withdrawal is $193,564.10

We calculate the amount left in the account after last withdrawal

Amount left in account = FW(monthly deposits) - FW(quarterly drawings)

Amount left in account = $255,509.10 - $193,564.10

Amount left in account = $61,945

Thus, the amount left in the account after last withdrawal is $61,945

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2 years ago
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