Construct an E$-$R diagram for a car insurance company whose customers own one or more cars each. Each

car can be associated with zero to any number of recorded accidents. You must record the location and time

of each accident. A customer's profile at the company consists of her$/$his first name, last name, address, and

SSN$.$ Assume a car has a single owner but a customer can own multiple cars. Cars should be described by

their make, model, year, and VIN $($vehicle identification number$).$

Each insurance policy covers one or more cars, has a policy price, and has one or more premium payments

associated with it$.$ Each payment is for a pay period $($with start and end dates$),$ and has an associated due

date, the date when the payment was received, and a payment amount. An insurance policy can be

purchased for one or more drivers $($customers$)$ and has a start and end date.

The ER Diagram must be annotated with entity and relationship names, their connections, attributes,

primary keys, cardinality and mapping constraints. The cardinality and the mapping constraints must be

shown using the syntax that indicates minimum and maximum participation together for each entity $($i$.$e$.,$

you must use $"$m$..$n$"$ syntax instead of directional$/$unidirectional lines and single$/$double lines to connect

to relationships$).$