Use the list of potential class names and multiplicities listed below. Identify the appropriate class name for each letter, A through D$,$ or the appropriate multiplicity to replace the numbers, $1$ to $11,$ in the diagram above. Enter the number of the correct class name or multiplicity next to the letter or number below.

Potential class names or multiplicities:

AProblem $5-2[$LO $5-2,$ LO $5-3,$ LO $5-5,$ LO $5-6,$ LO $5-7]$

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The Bob White Karate Studio has been a local fixture for almost $40$ years. The studio offers training in American Kenpo Karate to students from $3$ years old to $80$ years old. Students select one of several programs: $($a$)$ monthly payments, $($b$)$ semi$-$annual payments, or $($c$)$ the black belt program. Each of these programs allows them to take group classes as well as one or more private lessons with a qualified black belt instructor, depending on the program selected. For example, the monthly program includes one private lesson, the semi$-$annual program includes three private lessons, and the black belt program includes one lesson per week until the student attains black belt rank. Additionally, students may purchase additional private lessons, as well as uniforms, sparring gear, and various studio insignia and clothing items. The additional half$-$hour private lessons are priced as packages, which include $5,10,20,40,$ or $60$ lessons, and the price also varies depending on whether the lessons are provided by senior or junior instructors. When students purchase a package, they are assigned to a particular instructor for the duration of the package. Students typically pay for anything they buy at the time of their purchase, but established students are sometimes allowed to purchase on credit. In that case, they generally must pay within $2$ weeks. While all studio employees are also instructors, only a few employees handle sales transactions and accept payments. ccounts Receivable

Inventory $($uniforms$,$ sparring gear, etc.$)$

Instructors

Packages of Lessons

Programs

Students

$0.\mathrm{.}0$

$0.\mathrm{.}1$

$1.\mathrm{.}1$

$0$