Self-confidence is considered one of the most influential motivators and regulators of behavior in people's everyday lives (Bandura, 1986). A growing body of evidence suggests that one's perception of ability or self-confidence is the central mediating construct of achievement strivings (e.g., Bandura, 1977; Ericsson et al., 1993; Harter, 1978; Kuhl, 1992; Nicholls, 1984). Ericsson and his colleagues have taken the position that the major influence in the acquisition of expert performance is the confidence and motivation to persist in deliberate practice for a minimum of 10 years.
Self-confidence is not a motivational perspective by itself. It is a judgment about capabilities for accomplishment of some goal, and, therefore, must be considered within a broader conceptualization of motivation that provides the goal context. Kanfer (1990a) provides an example of one cognitively based framework of motivation for such a discussion. She suggests that motivation is composed of two components: goal choice and self-regulation. Self-regulation, in turn, consists of three related sets of activities: self-monitoring, self-evaluation, and self-reactions. Self-monitoring provides information about current performance, which is then evaluated by comparing that performance with one's goal. The comparison between performance and goal results in two distinct types of self-reactions: self-satisfaction or -dissatisfaction and self-confidence expectations. Satisfaction or dissatisfaction is an affective response to past actions; self-confidence expectations are judgments about one's future capabilities to attain one's goal. This framework allows a discussion of self-confidence as it relates to a number of motivational processes, including setting goals and causal attributions.
Answer:
A. At high prices, people want a small quantity. At low
Explanation:
Answer:
6.97%
Explanation:
the formula to be used is
The formula for calculating future value:
FV = P (1 + r)^n
FV = Future value
P = Present value
R = interest rate
N = number of years
$4,100.00 = $3,350.00 x ( 1 + r)^3
divide both sides of the equation by $3,350.00
$4,100.00 / $3,350.00 = ( 1 + r)^3
1.223881 = ( 1 + r)^3
find the cube root of both sides
1.069661 = 1 + r
r = 6.97%
Answer:
Explanation:
Solution:
a) At the end of 2020, facility is 20% full so the 300,000 would be regarded as expenses
Therefore, in the balance sheet, at the end of 2020, 300,000 would be shown as liability.
b) In the financial statements for 2012, 300,000 would be shown as expense and 300,000 would be shown as liability.
The correct option is C. Stocks offer a potentially large return on investment which is an advantage of investing in stocks.
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What is the need to invest in stocks?</h3>
Stocks can be the most valuable part of your investment portfolio. Owning stocks in different firms can help you build your savings, protect your money from inflation and taxes, and maximize the income from your investments.
Thus, investing in stocks helps you to build your savings, protect your money from inflation and taxes, and maximize the income from your investments. So, stocks offer a potentially large return on investment.
Learn more about Investing in stocks here:
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