2. Compute the complement rate and the net price using the complement method. Trade Discount List Price $4,250 35% Complement Rate a. Complement Rate: 75%; Net Price $3,187.50 D. Complement Rate: 35%; Net Price $2,762.50 . Complement Rate: 35%; Net Price $1,487.50 - Complement Rate: 65%; Net Price $2,762.50 Net Price
2. Compute the complement rate and the net price using the complement method. Trade Discount List Price $4,250 35% Complement Rate a. Complement Rate: 75%; Net Price $3,187.50 D. Complement Rate: 35%; Net Price $2,762.50 . Complement Rate: 35%; Net Price $1,487.50 - Complement Rate: 65%; Net Price $2,762.50 Net Price
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
Problem 1Q
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Question
![**Topic: Computing Complement Rate and Net Price Using the Complement Method**
**Problem Statement:**
2. Compute the complement rate and the net price using the complement method.
| | | Complement | Net |
|----------------|----------------|------------------|----------------|
| **List Price** | **Trade Discount** | **Rate** | **Price** |
| $4,250 | 35% | | |
**Options:**
a. Complement Rate: 75%; Net Price: $3,187.50
b. Complement Rate: 35%; Net Price: $2,762.50
c. Complement Rate: 35%; Net Price: $1,487.50
d. Complement Rate: 65%; Net Price: $2,762.50
**Explanation:**
- **Complement Rate**: This is calculated as 100% minus the trade discount percentage. In this case, it’s 100% - 35% = 65%.
- **Net Price Calculation**: Multiply the list price by the complement rate to find the net price.
Given that the list price is $4,250 and the trade discount is 35%, the correct calculation would be:
\[ \text{Net Price} = \$4,250 \times 65\% = \$2,762.50 \]
Thus, the correct answer is option d:
- Complement Rate: 65%
- Net Price: $2,762.50](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8dbcbf0b-9123-4a1c-9796-89fa34227664%2F72c5d2b4-09a3-45d1-b6bc-69650a945113%2Fzu35lts_processed.jpeg&w=3840&q=75)
Transcribed Image Text:**Topic: Computing Complement Rate and Net Price Using the Complement Method**
**Problem Statement:**
2. Compute the complement rate and the net price using the complement method.
| | | Complement | Net |
|----------------|----------------|------------------|----------------|
| **List Price** | **Trade Discount** | **Rate** | **Price** |
| $4,250 | 35% | | |
**Options:**
a. Complement Rate: 75%; Net Price: $3,187.50
b. Complement Rate: 35%; Net Price: $2,762.50
c. Complement Rate: 35%; Net Price: $1,487.50
d. Complement Rate: 65%; Net Price: $2,762.50
**Explanation:**
- **Complement Rate**: This is calculated as 100% minus the trade discount percentage. In this case, it’s 100% - 35% = 65%.
- **Net Price Calculation**: Multiply the list price by the complement rate to find the net price.
Given that the list price is $4,250 and the trade discount is 35%, the correct calculation would be:
\[ \text{Net Price} = \$4,250 \times 65\% = \$2,762.50 \]
Thus, the correct answer is option d:
- Complement Rate: 65%
- Net Price: $2,762.50
Expert Solution

Step 1: Formulas related to computation
Complement Rate = 100% - Trade Discount Rate.
and
Net Price = List Price * Complement Rate.
Step by step
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