Economists ask the process of proactive consumers choosing to either exit from a sale or to voice their dissatisfaction with a product as-----expressing disapproval.
What does one mean by customer dissatisfaction?
Customer dissatisfaction is the antithesis of customer satisfaction. It happens when customer expectations aren't only not meant, but also when the corporate fails to do anything about the complaint.
for instance , 74 percent of consumers say they will forgive a company for its mistake after receiving excellent service.
<h3>Why is customer satisfaction important?</h3>
The importance of customer satisfaction cannot be overstated. there's a direct correlation between how happy customers are and how much money a business makes. Your customer satisfaction score (CSAT) affects repeat purchases rates and customer loyalty, word of mouth referrals, and helps to tell business decisions
.Learn more about customer satisfaction:
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Answer:
Different types of management systems ranging from the point-of-sale systems, accounting systems, lead management, e-commerce, communication systems, and project management solutions are available to small businesses for the smooth running of operations.
Explanation:
Answer:
B. 20,000
Explanation:
Standard Variable overhead rate = $6 per units / 2 direct labour hour
Standard Variable overhead rate = $3 per hour
Variable Overhead Spending Variance = Actual hours worked * (Actual overhead rate - Standard overhead rate)
Variable overhead spending variance = 160,000 * (3.125 -3)
Variable overhead spending variance = 160000*0.875
Variable overhead spending variance = 20,000
Answer:
The answer is comparative advantage.
Explanation:
Comparative advantage is when a country is able to produce goods and services at a lower opportunity cost than its trading partners. That means a labour can produce more goods per hour than a labour in its trading partner's country.
A country with a comparative advantage will be able to charge lower price for what she is specialising on.
Answer:
x1 = 4891.294
Explanation:
given data
mean μ = $5,793
standard deviation σ = $439
solution
we know here that
P(x < x1 ) = 0.02 .................1
so
so
= invNorm(0.02)
so
x1 = μ + σ × invNorm(0.02) .....................2
we use here table for invNorm(0.02) and put value in eq 2
x1 = 5793 + 439 × (-2.054 )
x1 = 4891.294