Leaders must be consistent in their words.
- There are many advantages to being an ethical leader. Leaders can influence their community to act morally by working together. Others will be inspired to emulate your moral behavior if you set an example for them and offer guidance. Moral leaders can influence a large number of people for the better by presenting them with a course of action that will benefit everyone.
- For personal credibility and reputation, it is essential to be an ethical leader. Being a leader takes time and effort. Being unethical can seriously damage a leader's or their organization's reputation and immediately remove them from the A-league.
- A person's self-esteem is frequently harmed by unethical behavior, which leads to a less than ideal outcome and a missed opportunity to reach one's full potential.
Thus a Leader must be consistent in their words.
To learn more about leadership, refer: brainly.com/question/12522775
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According to Diffusion of Innovation, or order for an innovation to ultimately be adopted it has to be compatible with social norms.
The theory that obtains to explain how, why and at what rate new ideas and technology spread through cultures.
Answer:
Debit Allowance for doubtful debts $1,200
Credit Accounts receivable $1,200
Being entries to write off uncollectible debt on December 1
Explanation:
When a company makes sales on account, debit accounts receivable and credit sales. Based on assessment, some or all of the receivables may be uncollectible.
To account for this, debit bad debit expense and credit allowance for doubtful debt. Should the debt become uncollectible (i.e go bad), debit allowance for doubtful debt and credit accounts receivable.
Where a debit that had previously been determined to have gone bad gets settled, debit cash and credit bad debt expense.
Answer:
Value of the call option using Black-Scholes Model is $3.47
Explanation:
d1 = 0.175
• d2 = -0.025
• N(d1) = 0.56946
• N(d2) = 0.49003
N(d1) and N(d2) represent areas under a standard normal distribution function.
Stock price: $40.00 N(d1) = 0.56946
Strike price: $40.00 N(d2) = 0.49003
Option maturity: 0.25
Variance of stock returns: 0.16
Risk-free rate: 6.0%
The Black-Scholes model calculates the value of the call option as:
V = P[N(d1)] – Xe^rt[N(d2)]
= $40(0.56946) – $40e^rt(0.49003)
= $22.78 – $19.31
= $3.47
