Answer:
Option B
Explanation:
Both Nadia and Samantha have insured their cars and willing to pay $100 over the expected loss for insurance. If the car is stolen the company would pay expected loss and would earn nothing and if the car is not stolen the company would not be liable for any loss and would earn $200, Therefore the company would earn between $0 and $200.
Answer:
b. bait pricing
Explanation:
Bait pricing strategy is one that is aimed at attracting customers by presenting a price that is lower than the actual value of a product. Usually the product is limited in quantity and when buyers come in they are convinced to buy something else.
This is considered an illegal means of marketing.
I'm the given instance when the customer got to the dealership the salesperson can't find that particular car on the lot, saying maybe it was sold this morning before he got in. The salesperson offers a higher-priced car.
This is bait pricing strategy.
Answer:
Stay informed about products that you buy to be aware of product recalls.
Gather information about products and services before making a purchase to be aware of price, quality, and the product specifications.
Read instructions on products and use them as intended.
Take action and report faulty products, fraudulent activity, and any other violation of consumer rights.
Consider the impact of your purchases on others and choose products that do not harm the environment.
Insist on compensation if you are not satisfied with your purchase.
The depreciation tax shield based on the EBIT, the tax rate and the depreciation is $540.
<h3>How do you find the depreciation tax shield?</h3>
This can be found as:
= Depreciation x Tax rate
Solving gives:
= 1,800 x 30%
= $540
Find out more on the depreciation tax shield at brainly.com/question/24192125.
#SPJ1
Answer:
26 packages
Explanation:
Given that:
The demand D = 186 packages in a week
Standard deviation = 13packages
The lead time L = 1.5 weeks
Order quantity Q = 750 packages
The Confidence service Level = 0.95
At the service level (SL) if we find the P(Z) of the SL using Excel, we have:
P(Z) = NORMSINV(0.95)
P(Z) = 1.64
Thus;
the safety stock = Z × SD√L
= 1.64 \times 13 (1.224745)
= 1.64\times15.92
= 26.11156
≅ 26 packages
