Answer:
d.9.34%
Explanation:
The formula for the weighted average cost of capital is provided below as a starting point for solving this question:
WACC=(weight of equity*cost of equity)+(weight of debt*after-tax cost of debt)
weight of equity=1-debt %=1-50%=50%
weight of debt=50%
cost of equity=13.6%
after-tax cost of debt=7.8%*(1-35%)
after-tax cost of debt=5.07%
WACC=(50%*13.6%)+(50%*5.07%)
WACC=9.34%
The discount rate is computed based on the target or preferred capital structure
Answer:
Vince's Vehicle Repairs
The Cost of Sales is:
= $72,000.
Explanation:
a) Data and Calculations:
Turnover = $180,000
Gross profit margin = 60%
Net profit margin = 22%
Gross profit margin = Gross profit/Turnover * 100
60% = Gross Profit/$180,000 * 100
Therefore, the Gross Profit = $180,000 * 60%
Gross Profit = $108,000
Cost of sales = Turnover - Gross profit (100% - 60%)
Cost of sales = $180,000 - $108,000
= $72,000
Alternatively, Cost of Sales:
= $180,000 * (100% - 60%)
= $72,000
Decoy pricing tactic calls for offering three similar products, one that is lower priced and less attractive and two that are comparable but more expensive.
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What is decoy pricing?</u></h3>
A price strategy called decoy pricing aims to "push" customers to make a decision. Customers sometimes have to choose between products with varying costs and features while making purchases. And when a business seeks to increase sales of a certain product, it frequently chooses what is known as a decoy pricing structure to sway the consumer's choice. In this instance, the "decoy" is either a product with a slightly cheaper price but much worse quality, or a product with a significantly higher price but slightly greater quality.
The attraction effect and the compromise effect are the two distinct effects on which the decoy pricing strategy is predicated.
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Learn more about pricing tactics with the help of the given link:
brainly.com/question/25716956?referrer=searchResults
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Fixed Costs: 420,000
Variable Costs: 65%
Your BREAK-EVEN Point is: $1,200,000 USD or 600 Units @ $200 Each