assignment: running a southwestern-style restaurant
scenario:
you are the manager of “el camino grill,” a southwestern-style restaurant that serves sizzling fajitas, enchiladas, tacos, and signature margaritas. your role is to balance excellent customer service with strong sales while keeping costs under control.
answer the following questions and show your reasoning where calculations are needed.
part a: customer service & staffing
1. during dinner rush, your servers are overwhelmed and guest satisfaction scores drop. what steps could you take to improve customer service without dramatically increasing payroll costs?
2. payroll accounts for 25% of your restaurant’s weekly revenue. if weekly revenue is $28,000, how much do you spend on payroll?
3. if you cut payroll expenses by 5% to improve profit margins, what risks could this create for customer service?
part b: overhead & operating costs
(partially visible, text ends with \what\)

Question

Accepted Answer

### Part A: Customer Service & Staffing
#### 1. Brief Explanations:
To improve customer service without increasing payroll costs, options like cross - training staff (so other employees like hosts or bussers can help with serving during rush), optimizing the workflow (e.g., simplifying order - taking or food - running processes), or adjusting staff schedules to have more flexible support during peak times (without adding new full - time staff) can be considered. Also, implementing a pre - ordering system for regulars or using technology like table - side ordering devices to speed up the process can help.
#### Answer:
- Cross - train non - server staff (hosts, bussers) to assist with serving during rush.
- Optimize workflow (e.g., streamline order - taking/food - running).
- Adjust staff schedules for flexible peak - time support.
- Implement pre - ordering or table - side ordering tech.

#### 2. # Explanation:
## Step1: Identify the formula
To find the payroll amount, we use the formula: Payroll = Weekly Revenue×Percentage of Revenue for Payroll.
The weekly revenue is $28,000 and the percentage is 25% or 0.25 in decimal form.
## Step2: Calculate the payroll
Substitute the values into the formula: Payroll=$28,000×0.25
$28,000×0.25 = 7000
# Answer:
The amount spent on payroll is $7,000.

#### 3. Brief Explanations:
Cutting payroll by 5% could lead to understaffing. Fewer staff means longer wait times for customers (for seating, ordering, getting food, or receiving service), which can reduce customer satisfaction. Staff may also be overworked, leading to lower service quality (e.g., mistakes in orders, less attentive service), and increased staff turnover due to burnout, which further harms service consistency.
#### Answer:
- Understaffing leads to longer customer wait times (seating, ordering, service).
- Overworked staff causes lower service quality (order mistakes, inattentive service).
- Increased staff turnover due to burnout, harming service consistency.

### Part B: Overhead & Operating Costs (Since the question is cut off, assuming a similar cost - related question, for example, if we assume a question like "If overhead costs are $5,500 and operating costs (excluding payroll) are 30% of weekly revenue, find the operating costs when weekly revenue is $28,000")
#### # Explanation:
## Step1: Identify the formula
Operating Costs = Weekly Revenue×Percentage of Revenue for Operating Costs.
The weekly revenue is $28,000 and the percentage is 30% or 0.30 in decimal form.
## Step2: Calculate the operating costs
Substitute the values into the formula: Operating Costs=$28,000×0.30
$28,000×0.30 = 8400
# Answer:
(If the assumed question is correct) The operating costs are $8,400.

(Note: Since Part B's question is incomplete, the above is a sample solution based on a common restaurant - cost - related question. If the actual question is different, the solution will be adjusted accordingly.)

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QUESTION IMAGE

Question

Explanation:

Part A: Customer Service & Staffing

1. Brief Explanations:

Answer:

2. # Explanation:

Step1: Identify the formula

Step2: Calculate the payroll