Answer:
According to Erasmus, the monks were undeniably, dirty and uninformed, acting as a blight on both the Catholic Church and the individuals they served. In 1432, they held no regard for holy temples. These monks represented the illegitimate clergy who were succeeded by non-celibate priests. Jesus noted that the experts of the Law obstruct access to knowledge, which implies that Dunning belongs to a group Jesus would only address through parables. The monks served as evangelists whose messages were spread through repetition and lacked the ability to read the Word because they could not read.
Response:
The response would be C
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According to the process theory of motivation, individuals generally exhibit motivation through a sequence of psychological and behavioral actions that are influenced by their particular needs shaped by their lifestyle. In Megan's situation, it is likely that she will feel a strong drive to exert additional effort to achieve a goal of enrolling twice as many new members in her part-time job compared to her usual weekly performance. This motivation stems from the appealing reward she stands to gain, especially considering her responsibilities as a mother to multiple children. To reach her target, she may opt to increase her work hours during that week, which would require a greater effort, but ultimately, the outcome would be quite beneficial.
Priests during medieval times were exempt from taxes due to the honorable nature of their work. They provided care for community members and led Mass in various wards. The clergy held a special status in society.
The diverse responsibilities undertaken by priests
included offering spiritual guidance and absolving the sins of their parishioners. They were also tasked with managing property and conveying messages to the community, from the Pope or religious leaders.
The equation for calculating annual compound interest is:
A = P (1 + r/n)ⁿˣ
In this equation:
A = Future value
P = Initial investment amount
r = Annual interest rate
n = Frequency of interest compounding per year
x = Duration in years
A = $6,000
P = $3,000
r =?
n = 1 time
x = 6 years.
6000 = 3000 × (1 + r)⁶
6000/3000 = (1 + r)⁶
2 = (1 + r)⁶
Taking the sixth root of both sides.
1.12 = 1 + r
r = 1.12 - 1
r = 0.12
r = 12%
