Final answer:
The mathematics problem compares special offers for two jars of BestCaff coffee at Kostless and SaveMore supermarkets. The options present two offers: both jars for £2.00 at each supermarket, and variations with both jars for £2.50 at one and £2.00 at the other. The best deal for customers would be the lowest priced offer at £2.00.
Step-by-step explanation:
Option a) indicates that both jars are priced at £2.00 in both Kostless and SaveMore.
Option b) lists both jars at £2.50 at both supermarkets.
Option c) specifies £2.00 at Kostless and £2.50 at SaveMore for the two jars.
Option d) suggests £2.50 for two jars at Kostless and £2.00 for the same at SaveMore.
The best option for a customer looking for the lowest price would be the supermarket offering both jars for £2.00. The scenario described in the question resembles situations where customers are faced with price fluctuations and deals that can seem confusing at first but are quite simple when broken down mathematically.
To better understand the context of this pricing, one can consider the way coffee prices fluctuate on the international market, with high-quality coffee bean prices reaching their highest levels since 1977. Additionally, promotional offers like these may reflect strategies utilized by businesses to adapt to changing market conditions or to compete for customers. Selecting the best offer requires basic mathematical comparison skills to determine which deal is more cost-effective.