The correct answer to the question about the changing shopping habits of the American middle class is that the shopping malls "collaborated with one another to get brand-name anchor outlets." This can be derived from the provided passage which discusses the evolution of shopping malls over the years. Historically, shopping malls were significant social and commercial hubs catering to various needs of the American middle class, as illustrated by their ability to host diverse activities including leisure, shopping, and social interaction. Over the years, developers went to great lengths to attract brand-name anchor outlets to entice more visitors.
However, recent trends indicate a decline in physical retail spaces due to the rise in online shopping, resulting in numerous store closures. This suggests a shift in shopping habits from traditional mall visits to more convenient online alternatives. The passage notes a significant decline in department store jobs and an increase in digital retail experiences, which emphasizes the role of brand collaborations as an attempt to maintain relevance in the evolving retail landscape.
it was a commercial space as well as a gathering place |
The correct option is: evoke memories by painting a picture of malls.
The comprehension passage reflects on the nostalgia and collective memories associated with malls. It mentions sensory experiences such as "perfume clouds," "fountains," and "cinnamon wafting" to evoke vivid images of the mall experience, creating a shared memory. This specific technique is utilized to transport readers to their personal experiences of visiting malls, making "evoke memories by painting a picture of malls" the appropriate answer. The detailed depiction in the passage is meant to bring back mind pictures of past mall visits, encompassing the various scents, sights, and social interactions once common in these spaces.
Read the sentence and infer the writer's tone: "The politician's speech was filled with lofty promises and little substance, a performance repeated every election season."
When $10^{100}$ is divided by 7, the remainder is ?