Compute the complement rate and the net price using the complement method. Trade Discount 14% List Price $3,570 Complement Rate Complement Rate: 86%; Net Price $2,998.80 Complement Rate: 86%; Net Price: $3,070.20 Complement Rate: 14%; Net Price $3,070.20 d. Complement Rate: 76%; Net Price $2,713.20 Net Price

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**Title: Calculating Complement Rate and Net Price Using the Complement Method**

**Objective:** Learn how to compute the complement rate and net price using the complement method for price adjustments.

**Given Data:**

- **List Price:** $3,570
- **Trade Discount Rate:** 14%

**Task:** Compute the complement rate and net price using the information provided.

---

**Options for Complement Rate and Net Price:**

a. **Complement Rate:** 86%; **Net Price:** $2,998.80

b. **Complement Rate:** 86%; **Net Price:** $3,070.20

c. **Complement Rate:** 14%; **Net Price:** $3,070.20

d. **Complement Rate:** 76%; **Net Price:** $2,713.20

---

**Explanation:**

- The complement rate is calculated as 100% minus the trade discount rate. In this case, it is 100% - 14% = 86%.

- To find the net price, multiply the list price by the complement rate. 

    For example:
    
    \( \text{Net Price} = \text{List Price} \times \left(\frac{\text{Complement Rate}}{100}\right) \)

- Each option provides a different combination of complement rate and net price for analysis.
Transcribed Image Text:**Title: Calculating Complement Rate and Net Price Using the Complement Method** **Objective:** Learn how to compute the complement rate and net price using the complement method for price adjustments. **Given Data:** - **List Price:** $3,570 - **Trade Discount Rate:** 14% **Task:** Compute the complement rate and net price using the information provided. --- **Options for Complement Rate and Net Price:** a. **Complement Rate:** 86%; **Net Price:** $2,998.80 b. **Complement Rate:** 86%; **Net Price:** $3,070.20 c. **Complement Rate:** 14%; **Net Price:** $3,070.20 d. **Complement Rate:** 76%; **Net Price:** $2,713.20 --- **Explanation:** - The complement rate is calculated as 100% minus the trade discount rate. In this case, it is 100% - 14% = 86%. - To find the net price, multiply the list price by the complement rate. For example: \( \text{Net Price} = \text{List Price} \times \left(\frac{\text{Complement Rate}}{100}\right) \) - Each option provides a different combination of complement rate and net price for analysis.
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