Jodie made a New Year's resolution to learn how to play the violin. She bought an Introduction to Violin class pack from the Noble Notes music shop, which covers the cost of 12 violin lessons. She also paid $25 to rent a violin. In all, Jodie paid $385. How much does each violin lesson cost?
First subtract the cost of the violin rental from the total paid: $385 - $25 = $<<385-25=360>>360
Then divide the remaining cost by the number of lessons to find the cost per lesson: $360 / 12 lessons = $<<360/12=30>>30/lesson. Answer: \boxed{30}.
To find out how much each violin lesson costs, we need to subtract the cost of violin rental from the total amount that Jodie paid and then divide it by the number of violin lessons included in the class pack.
1. Total amount paid - Violin rental cost = Cost of violin lessons
$385 - $25 = $360
2. Cost of violin lessons / Number of violin lessons = Cost per lesson
$360 / 12 = $30
Therefore, each violin lesson costs $30.
To find out how much each violin lesson costs, we need to subtract the cost of renting the violin from the total amount Jodie paid.
Let's set up the equation:
Total cost - Cost of violin rental = Cost of violin lessons
$385 - $25 = Cost of violin lessons
$360 = Cost of violin lessons
Since the Introduction to Violin class pack covers the cost of 12 violin lessons, we can divide the cost of violin lessons by 12 to find the cost of each lesson.
Cost of violin lessons / Number of lessons = Cost per lesson
$360 / 12 = Cost per lesson
$30 = Cost per lesson
Therefore, each violin lesson costs $30.