Answer:
Explanation:
Maslow’s hierarchy of needs, depicted as a pyramid, illustrates various levels of human needs that individuals strive to fulfill, which serves as the foundation for human motivation. The different tiers of needs as outlined by Maslow, from the base to the apex, include: physiological, safety, love and belonging, esteem, and self-actualization.
Margot’s circumstances indicate that her “esteem” needs are not being satisfied. According to Maslow, esteem needs encompass self-respect, reputation, and respect from others, which is evident in Margot’s situation.
Net income or (Loss) = $43,128.
The provided information states that:
Elegant Decor Company
Forecasted annual income statement
Under the strategy to eliminate Department 200
Sales = $437,000
Cost of goods sold = $261,000
Gross profit = $176,000
Operating expenses
Direct expenses:
Advertising = $15,500
Store supplies utilized = $4,500
Depreciation of Store Equipment = $4,200
Total Direct Expense = $24,200
Allocated Expenses:
Sales Salaries = $64,000
($104,000-2×$24,200+($31,200÷2) = $40,000)
(104,000-$40,000)
Rental Expenses = $14,180
Bad debt expense = $9,400
Office salary = $15,600
($31,200 - ($31,200 ÷ 2))
Insurance expense = $1,724
($2,200 - $476)
Miscellaneous expense = $3,728
($4,000 - $272)
Total Allocated Expenses = $108,632
Total Expense = $132,872
($108,632 + $24,200)
Net income or (Loss) = $43,128
($176,000 - $132,872)
$1.50. Explanation: Desiree earns $120 monthly from her investments. Therefore, her annual investment income amounts to $120 x 12 = $1,440. Additionally, as a band member, she earns $200 weekly, translating to an annual band income of $200 x 52 weeks = $10,400. If her total annual income totals $49,696, her salary income is calculated as $49,696 - ($1,440 + $10,400) = $49,696 - $11,840 = $37,856. This leads to weekly earnings of $37,856 / 52 = $728. Consequently, her hourly rate is determined by $728 / 28 = $26. Desiree aspires to achieve an annual income of $51,880, and assuming her investment and band revenues remain constant, she needs to make $51,880 - $11,840 from her salary, equating to $40,040 annually. Thus, her updated weekly earnings would be $40,040 / 52 = $770 and new hourly earnings of $27.5. Hence, the raise she should request is ($27.5 - $26) = $1.50.
