Answer: $17,000
Explanation:
Produced =400 x $20= $8000
Tire shop bought = 300 x$20 =$6000
Household bought =300 x$50 =$15000
Household - Tire shop = $15000 - $6000 =$9000
GDP= $9000+ $8000 =$17000
<h2>Answer:</h2><h3>To me i think that the answer is e) ad analysis </h3><h2>Explanation:</h2><h3>she was going around and survey a sample group of people. Then she suggested to her company about they develop a customizable travel application.</h3>
Rhashan<span> can used a font like </span>Arial<span>. It is much easier on your eyes than a font that has curls at the end. He needs to very brief and to the point. Business and organizations do not want to publish rambling. Paragraphs longer than eight lines are not good for readability. To make his ideas look organized and to </span>assist<span> busy readers in finding key ideas, </span>Rhashan<span> needs to insert a “talking subhead” roughly every five paragraphs. Talking subheads tell a story. Something similar to newspaper headlines.</span>
Answer:
Sell two to three food products together as a package to increase sales.
Explanation:
In most of the supermarkets, the concepts of the combo are used that means many supermarkets merge few products in one packet so than the company sales would be increased
Since in the question it is mentioned that Gary who runs a supermarket for many years. He deals in perishable and seasonal products
In order to cover the aspects of distribution, option B is correct as it is directly linked to the supermarket sales
Answer:
Explanation:
Arrival rate = 40 people per minute
Service rate = 5 seconds per person = 12 people per minute
b) Customer Inflow (Arrival) Rate (Ri)
Ri = Arrival Rate = 40 per minute
Inter arrival Time = 1 / Ri = 1 / 40 minutes
c) Total Processing Rate (Capacity) (Rp)
Processing Time = Tp = 5 seconds =
5/60 minutes
= 1/12 minutes
Processing Rate = Rp = 1 / Tp = 1 / (1/12) = 12 customers per minute
Server utilization = Throughput Rate R / Rp
Chi = Lambda / Miu ( must be < 1 )
Ls = Chi / (1-Chi)
Lq = Ls - Chi
Ws = Ls / Lambda
Wq = Lq / Lambda
Buffer capacity K = 50
