Question

1. -/1 points 0/12 submissions used the circle r golf pro shop uses a markup rate of 39% on a set of tour pro golf clubs that costs the shop $265. what is the selling price? $ 20. -/1 points 0/12 submissions used the three important discount equations are the following. (1) regular price - sale price = discount (2) regular price - discount = sale price (3) discount rate × regular price = discount list, in the order in which they will be used, the discount equations needed to solve the problem. do not solve. a radio with a regular price of $89 is on sale for $59. find the discount rate.

Explanation:

Step1: Calculate the markup amount

The markup amount is calculated by multiplying the cost price by the markup rate. The formula is \( \text{Markup Amount}=\text{Cost Price}\times\text{Markup Rate} \).
Given that the cost price \( C = 265 \) and the markup rate \( r=0.39 \), so \( \text{Markup Amount}=265\times0.39 = 103.35 \)

Step2: Calculate the selling price

The selling price \( S \) is the sum of the cost price \( C \) and the markup amount \( M \). The formula is \( S = C+M \)
Since \( C = 265 \) and \( M=103.35 \), then \( S=265 + 103.35=368.35 \)

First, use equation (1) \( \text{Regular price}-\text{Sale price}=\text{Discount} \) to find the discount amount. Then use equation (3) \( \text{Discount rate}\times\text{Regular price}=\text{Discount} \) to find the discount rate.

Answer:

\( 368.35 \)

For the second problem (Question 20):