Sales Server

Description

**Sanborn Hermanos, S. A. de C. V. is seeking a Sales Server in Sta Cruz Atoyac \- Benito Juárez, Ciudad de México** ---------------------------------------------------------------------------------------------------------------- **WE ARE HIRING AT SANBORNS PLAZA UNIVERSIDAD AND PARROQUIA:** **RESTAURANT SERVER:** **Responsibilities:** * Present menus * Take orders * Serve food and beverages * Recommend dishes * Deliver bills to customers **We offer:** * Base salary of $9451\.20 \+ daily tips. * Statutory and enhanced benefits starting on day one. * Employee loan program * Grocery vouchers * Cafeteria service * Employee discounts across the CARSO Group * Job stability * Short-term growth and development opportunities **Requirements:** * Minimum age: 18 years * Secondary education completed * MINIMUM 6 MONTHS OF RELEVANT EXPERIENCE * Flexible availability for shift schedules **INTERESTED CANDIDATES:** Apply through this platform or visit Plaza Universidad directly **(*****Sta Cruz Atoyac, Benito Juárez, 03310 Ciudad de México — located just 5 minutes from Zapata metro station)***, CDMX, and report to **DAX Store** between 9:30 AM and 2:30 PM, bringing your completed job application form and official identification; ask for Lic. Yessica Goribar from Human Resources. To expedite your application process, please bring 2 COPIES OF THE FOLLOWING DOCUMENTS: * Birth certificate * CURP (issued no more than 3 months ago) * RFC (issued no more than 3 months ago) * INE (National Electoral Institute ID) * IMSS affiliation document (issued no more than 3 months ago) * Proof of address * Academic transcript or diploma * 2 letters of recommendation * 3 passport-sized photos **Desired education level:** Basic **Desired experience level:** Entry-level **Departmental function:** Customer service **Industry:** Restaurants **Skills:** * Customer service * Honest * Responsible *This vacancy originates from the Talenteca.com job board:* *https://www.talenteca.com/anuncio?j\_id\=6a090d9236000036008e99c5\&source\=indeed*