Answer:
$79,421
$12,151.413
Step by Step Explanation:
The self-employment taxable income is 92.35% of net earnings. While the tax rate for self-employment tax liability is 15.3% for year 2019
Schedule C net earnings: $86,000
Self-employment taxable income rate: 92.35%
Self-employment taxable income= 92.35%×86,000
=$79,421
Self-employment taxable income: $79,421
Self-employment tax rate: 15.3%
self-employment tax liability=
Self-employment taxable income×Self-employment tax rate
$79,421×15.3% =$ 12,151.413
An efficiency wage is a higher wage paid to reward workers who show greater productivity. Option D is correct.
<h3>What is the Efficiency wage?</h3>
Wages provided to employees over the minimum wage in order to retain a trained and efficient staff are referred to as efficiency wages. Adam Smith defined a type of pay disparity in the 18th century, in which workers in some businesses are paid more than others based on the level of trustworthiness necessary.
Employers establish efficiency salaries above the equilibrium wage rate as an incentive for better employee performance. An efficiency wage is a higher wage provided to employees who are more productive.
Therefore, option D is correct.
Learn more about the efficiency wage, refer to:
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The main advantage<span> of a </span>grand jury<span> is that it provides a system for conducting a legally-binding "dry run" before a formal and protracted </span>criminal trial<span> takes place. </span>
Answer:
the best possible answer is keep the marginal costs below marginal revenue.
Answer:
After tax cost of debt is 5.239%
Explanation:
Given:
Face value = $1,000
Bond price = $895
Coupon payments = 0.035×1,000 = $35 (coupon payment is paid semi-annually so 7% is divided by 2)
Maturity = 20×2 = 40 periods
Using bond price formula:
Bond price = Present value of face value + present value of coupon payments
Use excel function =RATE(nper,pmt,PV,FV) to calculate cost of debt.
substituting the values:
=RATE(40,35,-895,1000)
we get Pre-Tax cost of debt = 4.03% semi- annual
Annual rate is 4.03%×2 = 8.06%
Note: PV is negative as bond price is cash outflow.
After tax cost of debt = 8.06(1 - 0.35)
= 5.239%